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Seminar Room 2, Newton Institute
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If you have a question about this list, please contact: . If you have a question about a specific talk, click on that talk to find its organiser. 0 upcoming talks and 1054 talks in the archive: show all (slow!). Isaac Newton Institute Seminar Series IDP EstimationIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series IDP EstimationIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series IDP EstimationIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series IDP EstimationIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series IDP EstimationIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Challenges 1, 2 & 3IDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series IDP SEJ & UQIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Challenges 1, 2, & 3 General Discussion - Andy Dobson - Jess MetcalfIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Challenges 1, 2, & 3 General DiscussionIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Endemicity or EliminationIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series DataIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Estimation - SEJ - Phillip Dawid and Will ProbertIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Why is Covid such a wicked problem Bernard Silverman - Chris Dye - Andrew DobsonIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series InterventionsIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Emerging InfectionsIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Politics and PolicyIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series EconomicsIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Data RequirementsIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Data RequirementsIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Reopening of SchoolsIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Probability of Extinction & InterventionsIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Contact TracingIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Model InferenceIDPW05 - Model Inference
Isaac Newton Institute Seminar Series Model InferenceIDPW05 - Model Inference
Isaac Newton Institute Seminar Series COVID -19 and higher education: speakers and titles to be advisedIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series tbaIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series tbaIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Session 2: Advanced Uncertainty Quantification: Are super shedders also superspreaders?IDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Session 2: Advanced Uncertainty Quantification: History matching and ABCIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Session 2: Advanced Uncertainty Quantification: UQ for Metawards: a spatial COVID-19 transmission modelIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Session 2: Advanced Uncertainty Quantification: Combinations of model predictionsIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Streetspace allocation analysis in London, Nicolas PalominosIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Urban Analytics & Small SpacesIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Session 1: Advanced Uncertainty Quantification: Discussion SessionIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Session 1: Advanced Uncertainty Quantification: Model CalibrationIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Session 1: Advanced Uncertainty Quantification: Model DiscrepancyIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Session 1: Advanced Uncertainty Quantification: Multilevel EmulationIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Representing Movement and Simulating Infection in Small Spaces – Lachlan MilesIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Modelling the Spatial Pandemic in Hampshire – Jacob RainbowIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series The MATSIM Pandemic Model for Greater London – Gerry Casey, Claire Fram and Fred ShoneIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series BreakIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series DiscussionIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Epidemic simulation and scenario planning: Gavin Shaddick, Nick MallesonIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Modelling behaviour, Adam Dennett, Richard Milton, Ying Jin and Mike BattyIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Microsimulation, Nik Lomax, Karyn Morrissey and Jamil NurIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Introduction and overview, Mark BirkinIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series DiscussionIDPW04 - Within-Host Modelling
Isaac Newton Institute Seminar Series Multiscale within-host modelling of SARS-CoV-2 infection reveals benefits and risks of early Remdesivir treatmentIDPW04 - Within-Host Modelling
Isaac Newton Institute Seminar Series Modelling virus infections in the context of cancer therapies (and other diseases)IDPW04 - Within-Host Modelling
Isaac Newton Institute Seminar Series Stochastic dynamics of Francisella Tularensis infectionIDPW04 - Within-Host Modelling
Isaac Newton Institute Seminar Series Session 1IDPW04 - Within-Host Modelling
Isaac Newton Institute Seminar Series Uncertainty QuantificationIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series DiscussionIDPW03 - R - How to estimate and what does it mean?
Isaac Newton Institute Seminar Series TBCIDPW03 - R - How to estimate and what does it mean?
Isaac Newton Institute Seminar Series Lorenzo Pellis - University of ManchesterIDPW03 - R - How to estimate and what does it mean?
Isaac Newton Institute Seminar Series Frank Ball - University of NottinghamIDPW03 - R - How to estimate and what does it mean?
Isaac Newton Institute Seminar Series DiscussionIDPW03 - R - How to estimate and what does it mean?
Isaac Newton Institute Seminar Series Katie Gostic - University of ChicagoIDPW03 - R - How to estimate and what does it mean?
Isaac Newton Institute Seminar Series DiscussionIDPW03 - R - How to estimate and what does it mean?
Isaac Newton Institute Seminar Series Sam Abbott - London School of Hygiene and Tropical MedicineIDPW03 - R - How to estimate and what does it mean?
Isaac Newton Institute Seminar Series Eben Kenah - Ohio State UniversityIDPW03 - R - How to estimate and what does it mean?
Isaac Newton Institute Seminar Series Robin Thompson (EpiEstim)IDPW03 - R - How to estimate and what does it mean?
Isaac Newton Institute Seminar Series Jane Heffernan - York University TorontoIDPW03 - R - How to estimate and what does it mean?
Isaac Newton Institute Seminar Series Modelling for SARS-CoV2 - what can we learn from China? Questions and discussionsIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Modelling for SARS-CoV2 - what can we learn from China? - speakers: Adam Kucharski, Louise Dyson, Steven Riley, Christophe FraserIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Modelling for SARS-CoV2 - what can we learn from China? Questions for Speakers: Jun Yan, Tie-Yan Liu, Jinzhi Lei, Juanzi LiIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Modelling for SARS-CoV2 - what can we learn from China? Speakers: Jun Yan, Tie-Yan Liu, Jinzhi Lei, Juanzi LiIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Contact Tracing follow-up discussionsIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Control theory in relation to epidemic interventions - Brian Neve (Spiro) ControlIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Whole-cost economic modelling of pandemics - Peter van Manen, Clement O'Rourke (Frazer-Nash)IDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Modelling Contact TracingIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series DiscussionsIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series BreakIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Five Challenges for Spatial Epidemic ModelsIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Talk on PyRossGeo - Ronojoy AdhikariIDP - Infectious Dynamics of Pandemics: Mathematical and statistical challenges in understanding the dynamics of infectious disease pandemics
Isaac Newton Institute Seminar Series Bobby Reiner (HME) - IHME covid19 modelIDPW02 - Models old and new
Isaac Newton Institute Seminar Series Vaccine developmentIDPW02 - Models old and new
Isaac Newton Institute Seminar Series Niel Hens - a modelling perspective on the Covid 19 coronavirus outbreak in BelgiumIDPW02 - Models old and new
Isaac Newton Institute Seminar Series Developing monitoring indicators and models for disease outbreaks in care homesIDPW02 - Models old and new
Isaac Newton Institute Seminar Series Statistical models for bipartite contact networks: methods and dataIDPW02 - Models old and new
Isaac Newton Institute Seminar Series Simon Frost (Microsoft) - Phylodynamics of SARS - Cov2IDPW02 - Models old and new
Isaac Newton Institute Seminar Series Sam Jenness (Emory) - Statistical approaches to modelling epidemics across contact networksIDPW02 - Models old and new
Isaac Newton Institute Seminar Series Vittoria Colizza ( INSERM) - Infection control in facilitiesIDPW02 - Models old and new
Isaac Newton Institute Seminar Series Socio-spatial networksIDPW02 - Models old and new
Isaac Newton Institute Seminar Series Uncertainty QuantificationIDPW02 - Models old and new
Isaac Newton Institute Seminar Series Lorenzo Pellis - ManchesterIDPW02 - Models old and new
Isaac Newton Institute Seminar Series LSHTM - COVID19 modelling and open outbreak scienceIDPW02 - Models old and new
Isaac Newton Institute Seminar Series CANCELLED Polynomial time computation in > matrix groups and applicationsGRA - Groups, representations and applications: new perspectives
Isaac Newton Institute Seminar Series CANCELLED On the asymptotic > enumeration of Cayley digraphs and their friendsGRA - Groups, representations and applications: new perspectives
Isaac Newton Institute Seminar Series Motivic homotopy and motivic cohomology.KAH - K-theory, algebraic cycles and motivic homotopy theory
Isaac Newton Institute Seminar Series K-theory and motivic cohomology (including the Lichtenbaum conjecture for zetaF(1-2i)).KAH - K-theory, algebraic cycles and motivic homotopy theory
Isaac Newton Institute Seminar Series Iwasawa theory, special values of L-functions, and regulators, I.KAH - K-theory, algebraic cycles and motivic homotopy theory
Isaac Newton Institute Seminar Series Homogeneity in graphsGRA - Groups, representations and applications: new perspectives
Isaac Newton Institute Seminar Series Regulators and the plectic polylogarithmKAH - K-theory, algebraic cycles and motivic homotopy theory
Isaac Newton Institute Seminar Series Decomposition matrices for quasi-isolated blocks of exceptional groupsGRA - Groups, representations and applications: new perspectives
Isaac Newton Institute Seminar Series Higher arithmetic Chow groups.KAH - K-theory, algebraic cycles and motivic homotopy theory
Isaac Newton Institute Seminar Series Fusion systems with Benson-Solomon componentsGRA - Groups, representations and applications: new perspectives
Isaac Newton Institute Seminar Series Chow-Witt groups and the real cycle class map.KAH - K-theory, algebraic cycles and motivic homotopy theory
Isaac Newton Institute Seminar Series Unipotent elements in irreducible representations of simple algebraic groupsGRA - Groups, representations and applications: new perspectives
Isaac Newton Institute Seminar Series A construction of Witt complexes via residual complexes.KAH - K-theory, algebraic cycles and motivic homotopy theory
Isaac Newton Institute Seminar Series Summands of tensor powers of modules for a finite groupGRA - Groups, representations and applications: new perspectives
Isaac Newton Institute Seminar Series The transcendental motive of a a cubic fourfoldKAH - K-theory, algebraic cycles and motivic homotopy theory
Isaac Newton Institute Seminar Series Higher height paining and extensions of mixed Hodge structures.KAH - K-theory, algebraic cycles and motivic homotopy theory
Isaac Newton Institute Seminar Series Exotic fusion systemsGRA - Groups, representations and applications: new perspectives
Isaac Newton Institute Seminar Series Arithmetic version of Deligne’s semisimplicity theorem, and beyond.KAH - K-theory, algebraic cycles and motivic homotopy theory
Isaac Newton Institute Seminar Series Hyperbolic generalized triangle groups, property (T) and finite simple quotientsGRA - Groups, representations and applications: new perspectives
Isaac Newton Institute Seminar Series Motivic tt-geometryKAH - K-theory, algebraic cycles and motivic homotopy theory
Isaac Newton Institute Seminar Series Jordan decomposition for the Alperin-McKay conjectureGRA - Groups, representations and applications: new perspectives
Isaac Newton Institute Seminar Series A rigid analytic approach to Hyodo-Kato theoryKAH - K-theory, algebraic cycles and motivic homotopy theory
Isaac Newton Institute Seminar Series 3/2-GenerationGRA - Groups, representations and applications: new perspectives
Isaac Newton Institute Seminar Series Mixed graded structures for the K-theory of Azumaya algebrasKAH - K-theory, algebraic cycles and motivic homotopy theory
Isaac Newton Institute Seminar Series Graphs with lots of symmetry - a local perspectiveGRA - Groups, representations and applications: new perspectives
Isaac Newton Institute Seminar Series Tensor-triangular fieldsKAH - K-theory, algebraic cycles and motivic homotopy theory
Isaac Newton Institute Seminar Series Golyshev-Zagier Second PaperKAH - K-theory, algebraic cycles and motivic homotopy theory
Isaac Newton Institute Seminar Series Motivic integration for some varieties with a torus actionKAH - K-theory, algebraic cycles and motivic homotopy theory
Isaac Newton Institute Seminar Series A new look at permutation groups of simple diagonal typeGRA - Groups, representations and applications: new perspectives
Isaac Newton Institute Seminar Series Isomorphism, derivations, and Lie representationsGRA - Groups, representations and applications: new perspectives
Isaac Newton Institute Seminar Series Enriques surface fibrations with non-algebraic integral Hodge classesKAH - K-theory, algebraic cycles and motivic homotopy theory
Isaac Newton Institute Seminar Series Rational and p-local motivic homotopy theoryKAH - K-theory, algebraic cycles and motivic homotopy theory
Isaac Newton Institute Seminar Series On the local Tamagawa number conjecture and functional equations of Euler systemsKAH - K-theory, algebraic cycles and motivic homotopy theory
Isaac Newton Institute Seminar Series Gamma functions, monodromy and Apéry constantsKAH - K-theory, algebraic cycles and motivic homotopy theory
Isaac Newton Institute Seminar Series Automorphism orbits of groups and the MonsterGRA - Groups, representations and applications: new perspectives
Isaac Newton Institute Seminar Series Variational Hodge conjecture and Hodge lociKAH - K-theory, algebraic cycles and motivic homotopy theory
Isaac Newton Institute Seminar Series Irreducible restrictions of representations of symmetric and alternating groupsGRA - Groups, representations and applications: new perspectives
Isaac Newton Institute Seminar Series Toroidal compactifications and incompressibility of exceptional congruence covers.KAH - K-theory, algebraic cycles and motivic homotopy theory
Isaac Newton Institute Seminar Series A Mystery in Finite Groups of Even OrderGRA - Groups, representations and applications: new perspectives
Isaac Newton Institute Seminar Series On the Chebotarev invariant of a finite groupGRA - Groups, representations and applications: new perspectives
Isaac Newton Institute Seminar Series Bubble dynamics and velocity selection in a Hele-Shaw cellCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Equivariance and structure preservation in numerical methods; some cases and viewpointsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series On the construction of some symplectic P-stable additive Runge—Kutta methodsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Towards a model of a deformable aerofoilCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Structure-preserving variational schemes for nonlinear partial differential equations with a Wasserstein gradient flow structureGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Phase field modelling of free boundary problemsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Numerical approximations of a tractable mathematical model for tissue growthGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Energy estimates: proving stability for evolving surface PDEs and geometric flowsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Lost in Translation: Crack Problems in Different LanguagesCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Riemann-Hilbert problems of the theory of automorphic functions and inverse problems of elasticity and cavitating flow for multiply connected domainsCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Some old and new moving boundary problems for Hele-Shaw flowCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Symmetric Orthogonal PolynomialsCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Symmetric Orthogonal PolynomialsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Deep learning as optimal control problems and Riemannian discrete gradient descent.GCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Some thoughts about constrained sampling algorithmsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Hamiltonian Monte Carlo on Homogeneous Manifolds for QCD and Statistics.GCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series A Monte Carlo method to sample a StratificationGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Step size control for Newton type MCMC samplers Jonathan GoodmanGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series title tbaGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series CANCELLEDGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Some problems in exponential asymptoticsCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series The Unified Transform, Medical Imaging, Asymptotics of the Riemann Zeta Function: Part IICAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series The Unified Transform, Medical Imaging, Asymptotics of the Riemann Zeta Function: Part ICAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Low-regularity time integratorsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series What it takes to catch a wave packetGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Some results in the long time analysis of Hamiltonian PDEs and their numerical approximationsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series An Older Special Function meets a (Slightly) Newer OneCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Magnus, splitting and composition techniques for solving non-linear Schrödinger equationsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Random Batch Methods for Interacting Particle Systems and Consensus-based Global Non-convex Optimization in High-dimensional Machine Learning (copy)GCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Experiments ad theory for anomalous waves induced by abrupt depth changesCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series A Reynolds-robust preconditioner for the 3D stationary Navier-Stokes equationsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series High refractive index dielectric structures in liquid crystals as tunable metasurfacesDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Deep Neural Networks and Multigrid MethodsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Spectral deferred correction in particle-in-cell methodsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Challenges for modelling fusion plasmasGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Numerical treatment of charged particle dynamics in a magnetic fieldGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series On structure-preserving particle-in-cell methods for the Vlasov-Maxwell equationsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series High-order splitting for the Vlasov-Poisson equationGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series The Riemann-Hilbert method. Toeplitz determinants as a case studyCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series The Riemann-Hilbert method. Toeplitz determinants as a case studyCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Free-boundary problems, singularities and exponential asymptoticsCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Free-boundary problems, singularities and exponential asymptoticsCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Harmonic Analysis on Uniformly Rectifiable Sets and Applications to Complex Analysis of a Single and Several VariablesCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series The Riemann-Hilbert method. Toeplitz determinants as a case studyCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series The Riemann-Hilbert method. Toeplitz determinants as a case studyCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Free-boundary problems, singularities and exponential asymptoticsCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Time-dependent conformal mapping techniques applied to fluid sloshing problemsCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Time-dependent conformal mapping techniques applied to fluid sloshing problemsCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Collective coordinates, asymptotics and domain wall dynamics in ferromagnetsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Collective coordinates, asymptotics and domain wall dynamics in ferromagnetsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Diffeomorphisms of unit circle, shape analysis and some non-linear PDEsCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Diffeomorphisms of unit circle, shape analysis and some non-linear PDEsCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Approximation of eigenvalue problems arising from partial differential equations: examples and counterexamplesGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Approximation of eigenvalue problems arising from partial differential equations: examples and counterexamplesGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Numerical Computation of Hausdorff DimensionGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Numerical Computation of Hausdorff DimensionGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series A heuristic introduction to the applications of Wiener-Hopf factorisation in random processesCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series A heuristic introduction to the applications of Wiener-Hopf factorisation in random processesCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series The joys and pains of multi-variable complex analysis: an informal introductionCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series The joys and pains of multi-variable complex analysis: an informal introductionCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Conformal mapping, Hamiltonian methods and integrability of surface dynamicsCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Conformal mapping, Hamiltonian methods and integrability of surface dynamicsCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Newest Results in Newest Vertex BisectionGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Newest Results in Newest Vertex BisectionGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Nonlinear Riemann-Hilbert Problems (continued)CAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Nonlinear Riemann-Hilbert Problems (continued)CAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Introduction to Nonlinear Riemann-Hilbert ProblemsCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Introduction to Nonlinear Riemann-Hilbert ProblemsCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Energy preserving spectral methods on the real line whose analysis strays into the complex planeCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Energy preserving spectral methods on the real line whose analysis strays into the complex planeCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Energy preserving spectral methods on the real line whose analysis strays into the complex plane (copy)GCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Energy preserving spectral methods on the real line whose analysis strays into the complex plane (copy)GCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Variational systems on the variational bicomplexGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Variational systems on the variational bicomplexGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Constructing Discontinuous Galerkin methods for Vlasov-type systemsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Constructing Discontinuous Galerkin methods for Vlasov-type systemsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Dynamics of Complex Singularities of Nonlinear PDEs: Analysis and ComputationCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Dynamics of Complex Singularities of Nonlinear PDEs: Analysis and ComputationCAT - Complex analysis: techniques, applications and computations
Isaac Newton Institute Seminar Series Numerical preservation of local conservation lawsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Numerical preservation of local conservation lawsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Conservation laws and Euler operatorsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Conservation laws and Euler operatorsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Numerical Integrators for the Hamiltonian Monte Carlo MethodGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Numerical Integrators for the Hamiltonian Monte Carlo MethodGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Mixed order and multirate variational integrators for the simulation of dynamics on different time scalesGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Mixed order and multirate variational integrators for the simulation of dynamics on different time scalesGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Variational formulations for dissipative systemsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Variational formulations for dissipative systemsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Lie-Poisson methods for isospectral flows and their application to long-time simulation of spherical ideal hydrodynamicsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Lie-Poisson methods for isospectral flows and their application to long-time simulation of spherical ideal hydrodynamicsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Computational geometric optics: Monge-AmpereGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Computational geometric optics: Monge-AmpereGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series On branching of analytic functions in 2D complex spaceWHT - Bringing pure and applied analysis together via the Wiener-Hopf technique, its generalisations and applications
Isaac Newton Institute Seminar Series On branching of analytic functions in 2D complex spaceWHT - Bringing pure and applied analysis together via the Wiener-Hopf technique, its generalisations and applications
Isaac Newton Institute Seminar Series Scattering by a periodic array of slits with complex boundaries via the Wiener--Hopf methodWHT - Bringing pure and applied analysis together via the Wiener-Hopf technique, its generalisations and applications
Isaac Newton Institute Seminar Series Scattering by a periodic array of slits with complex boundaries via the Wiener--Hopf methodWHT - Bringing pure and applied analysis together via the Wiener-Hopf technique, its generalisations and applications
Isaac Newton Institute Seminar Series High-contrast approximation for penetrable wedge diffractionWHT - Bringing pure and applied analysis together via the Wiener-Hopf technique, its generalisations and applications
Isaac Newton Institute Seminar Series High-contrast approximation for penetrable wedge diffractionWHT - Bringing pure and applied analysis together via the Wiener-Hopf technique, its generalisations and applications
Isaac Newton Institute Seminar Series Contact Hamiltonian system and its application in solving Vlasov-Poisson Fokker-Planck systemGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Contact Hamiltonian system and its application in solving Vlasov-Poisson Fokker-Planck systemGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series More on composition methods: error estimation and pseudo-symmetryGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series More on composition methods: error estimation and pseudo-symmetryGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Finite element methods for Hamiltonian PDEsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Finite element methods for Hamiltonian PDEsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Numerical General RelativityGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Numerical General RelativityGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series The Lie algebra of classical mechanicsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series The Lie algebra of classical mechanicsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Fast approximation on the real lineGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Fast approximation on the real lineGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Optimal control and the geometry of integrable systemsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Optimal control and the geometry of integrable systemsGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Computational methods for simulating inertial particles in discrete incompressible flows.GCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Computational methods for simulating inertial particles in discrete incompressible flows.GCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series The Connections Between Discrete Geometric Mechanics, Information Geometry and Machine LearningGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series The Connections Between Discrete Geometric Mechanics, Information Geometry and Machine LearningGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series 'An indicator for resilience and security of water-energy-food (WEF) systems in industrialised nations’EBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series 'An indicator for resilience and security of water-energy-food (WEF) systems in industrialised nations’EBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Exterior Shape CalculusGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Exterior Shape CalculusGCS - Geometry, compatibility and structure preservation in computational differential equations
Isaac Newton Institute Seminar Series Networks for Species to Survive Climate ChangeEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Networks for Species to Survive Climate ChangeEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Food Sustainability: Data and Conceptual Challenges in Indicator DevelopmentEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Food Sustainability: Data and Conceptual Challenges in Indicator DevelopmentEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Probabilistic Risk Analysis for vegetationEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Probabilistic Risk Analysis for vegetationEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series The Scale ProblemEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series The Scale ProblemEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Social Cost Benefit Analysis - it’s better than you think … probablyEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Social Cost Benefit Analysis - it’s better than you think … probablyEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series The Best of Both WorldsEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series The Best of Both WorldsEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Peter AlexanderEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Peter AlexanderEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Examples of Global Food System Analysis andEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Examples of Global Food System Analysis andEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Predicting the Output from a Stochastic Model when a deterministic Approximation is AvailableEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Predicting the Output from a Stochastic Model when a deterministic Approximation is AvailableEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Correlated Bernoulli Processes via de Bruijn GraphsEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Correlated Bernoulli Processes via de Bruijn GraphsEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Uncertainty quantification in high-dimensional landscape problems using Bayesian hierarchical modelsEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Uncertainty quantification in high-dimensional landscape problems using Bayesian hierarchical modelsEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Model Discrepancy - Part 2EBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Model Discrepancy - Part 2EBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Model DiscrepancyEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Model DiscrepancyEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Gaussian process Emulation and History MatchingEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Gaussian process Emulation and History MatchingEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Ecological Insights from Mathematica and Individual Based ModelsEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Ecological Insights from Mathematica and Individual Based ModelsEBD - Mathematical and statistical challenges in landscape decision making
Isaac Newton Institute Seminar Series Optimal design problemsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Optimal design problemsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Wrinkles, spaghetti & knotsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Wrinkles, spaghetti & knotsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Explicit integral representations of the relaxation of non-local energies for structured deformationsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Explicit integral representations of the relaxation of non-local energies for structured deformationsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Virial inversion and microscopic derivation of density functionalsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Virial inversion and microscopic derivation of density functionalsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Sparse forms for Bochner-Riesz operatorsASC - Approximation, sampling and compression in data science
Isaac Newton Institute Seminar Series Sparse forms for Bochner-Riesz operatorsASC - Approximation, sampling and compression in data science
Isaac Newton Institute Seminar Series Approximation via Deep Neural NetworksASC - Approximation, sampling and compression in data science
Isaac Newton Institute Seminar Series Approximation via Deep Neural NetworksASC - Approximation, sampling and compression in data science
Isaac Newton Institute Seminar Series Topology optimization of structures: a review of manufacturing constraintsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Topology optimization of structures: a review of manufacturing constraintsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Quantitative immersability of Riemann metrics and the infinite hierarchy of prestrained shell modelsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Quantitative immersability of Riemann metrics and the infinite hierarchy of prestrained shell modelsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series A variational perspective on wrinkling due to geometric incompatibilityDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series A variational perspective on wrinkling due to geometric incompatibilityDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Hopf and Skyrme SolitonsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Hopf and Skyrme SolitonsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Gibbs Ensembles of Partitions: from limit shapes to hydrodynamic limitsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Gibbs Ensembles of Partitions: from limit shapes to hydrodynamic limitsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Reconstruction of a 3D object from a finite number of its 1D parallel cross-sectionsASC - Approximation, sampling and compression in data science
Isaac Newton Institute Seminar Series Reconstruction of a 3D object from a finite number of its 1D parallel cross-sectionsASC - Approximation, sampling and compression in data science
Isaac Newton Institute Seminar Series Recent progress in the geometric rigidity of thin domainsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Recent progress in the geometric rigidity of thin domainsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series On solutions to the eikonal equation with finite entropy productionDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series On solutions to the eikonal equation with finite entropy productionDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Minimizers of a Landau-de Gennes Energy with a Subquadratic Elastic EnergyDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Minimizers of a Landau-de Gennes Energy with a Subquadratic Elastic EnergyDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Emergence of power law in martensite microstructure of shape memory alloyDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Emergence of power law in martensite microstructure of shape memory alloyDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Magnetic skyrmions in spherical thin filmsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Magnetic skyrmions in spherical thin filmsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Photoacoustic tomography with incomplete dataASC - Approximation, sampling and compression in data science
Isaac Newton Institute Seminar Series Photoacoustic tomography with incomplete dataASC - Approximation, sampling and compression in data science
Isaac Newton Institute Seminar Series Simultaneous approximation by polynomialsASC - Approximation, sampling and compression in data science
Isaac Newton Institute Seminar Series Simultaneous approximation by polynomialsASC - Approximation, sampling and compression in data science
Isaac Newton Institute Seminar Series Medium- and particle-shape effects on electric double layersDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Medium- and particle-shape effects on electric double layersDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Research track on mechanism design at the INIMES - The mathematics of energy systems
Isaac Newton Institute Seminar Series Research track on mechanism design at the INIMES - The mathematics of energy systems
Isaac Newton Institute Seminar Series A homogenization result in the gradient theory of phase transitionsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series A homogenization result in the gradient theory of phase transitionsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Hardy-type inequalities for fractional powers of the Dunkl--Hermite operatorASC - Approximation, sampling and compression in data science
Isaac Newton Institute Seminar Series Hardy-type inequalities for fractional powers of the Dunkl--Hermite operatorASC - Approximation, sampling and compression in data science
Isaac Newton Institute Seminar Series Hard and soft packing in the molecular organization of liquid crystalsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Hard and soft packing in the molecular organization of liquid crystalsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Exotic ordered structures of a thin film of a chiral liquid crystalDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Exotic ordered structures of a thin film of a chiral liquid crystalDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Passages from discrete to continuous systems allowing for fracture, external forces and heterogeneitiesDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Passages from discrete to continuous systems allowing for fracture, external forces and heterogeneitiesDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Morrey sequence spacesASC - Approximation, sampling and compression in data science
Isaac Newton Institute Seminar Series The mathematics of charged liquid dropsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Models for self-similarity and disclinations in martensiteDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Metric Approximation of Set-Valued FunctionsASC - Approximation, sampling and compression in data science
Isaac Newton Institute Seminar Series On some meta-materials with micro-resonators and their effective equationsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series On the Ericksen-Leslie's hyperbolic model for liquid crystalsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Hierarchical probabilistic forecasting of electricity demand with smart meter data : Souhaib Ben TaiebMES - The mathematics of energy systems
Isaac Newton Institute Seminar Series Hierarchical probabilistic forecasting of electricity demand with smart meter data : Souhaib Ben TaiebMES - The mathematics of energy systems
Isaac Newton Institute Seminar Series Marginal copula scores for multivariate foecasting evaluationMES - The mathematics of energy systems
Isaac Newton Institute Seminar Series Marginal copula scores for multivariate foecasting evaluationMES - The mathematics of energy systems
Isaac Newton Institute Seminar Series Generalised additive models for electricity demand forecasting : Matteo FasioloMES - The mathematics of energy systems
Isaac Newton Institute Seminar Series Generalised additive models for electricity demand forecasting : Matteo FasioloMES - The mathematics of energy systems
Isaac Newton Institute Seminar Series Aspect of High Dimensional Energy Modelling and ForecastingMES - The mathematics of energy systems
Isaac Newton Institute Seminar Series Aspect of High Dimensional Energy Modelling and ForecastingMES - The mathematics of energy systems
Isaac Newton Institute Seminar Series Multiple forecasting based on time series PCAsMES - The mathematics of energy systems
Isaac Newton Institute Seminar Series Multiple forecasting based on time series PCAsMES - The mathematics of energy systems
Isaac Newton Institute Seminar Series Effective behaviour of critical-contrast PDEs: micro-resonances, frequency conversion, and time dispersive properties.DNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Optimal design of multi-component fractured mediaDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series New directions for random searchDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Robust and online learning with the BOA algorithm : Olivier WintenbergerMES - The mathematics of energy systems
Isaac Newton Institute Seminar Series Robust and online learning with the BOA algorithm : Olivier WintenbergerMES - The mathematics of energy systems
Isaac Newton Institute Seminar Series Forecasting electricity consumption by aggregating forecastsMES - The mathematics of energy systems
Isaac Newton Institute Seminar Series Forecasting electricity consumption by aggregating forecastsMES - The mathematics of energy systems
Isaac Newton Institute Seminar Series Assisting control room operators with artificial intelligence : Antoine MarotMES - The mathematics of energy systems
Isaac Newton Institute Seminar Series Assisting control room operators with artificial intelligence : Antoine MarotMES - The mathematics of energy systems
Isaac Newton Institute Seminar Series Data Analytics for Short Term OperationMES - The mathematics of energy systems
Isaac Newton Institute Seminar Series Data Analytics for Short Term OperationMES - The mathematics of energy systems
Isaac Newton Institute Seminar Series Lower semicontinuity and relaxation of nonlocal $L^\infty$ functionals.DNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Optimal honeycomb structuresDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Monotonicity formulas in linear and nonlinear potential theoryDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Zero-sum optimal switching games motivated by energy applicationsMES - The mathematics of energy systems
Isaac Newton Institute Seminar Series Polymer flow and polymer topology: linear chains, rings and knots flow differentlyDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Emergence of phytoplankton patchiness at small scales in mild turbulenceDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series On the passage from nonlinear to linearized viscoelasticityDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Research Tracks - Pierre Pinson and Yanning GoudeMES - The mathematics of energy systems
Isaac Newton Institute Seminar Series Finding the optimal nets for self-folding KirigamiDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Hydrodynamic assembly of out of equilibrium colloidsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Nematic twist-bend:the heliconical phase of nonchiral liquid crystalsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Collective coordinates, asymptotics and domain wall dynamics in ferromagnetsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series Hurwitz stable and self-interlacing orthogonal polynomials.ASC - Approximation, sampling and compression in data science
Isaac Newton Institute Seminar Series The Fourier transform of a function of bounded variation: symmetry and asymmetryASC - Approximation, sampling and compression in data science
Isaac Newton Institute Seminar Series Isoperimetric inequalities on RN with respect to homogeneous weightsDNM - The mathematical design of new materials
Isaac Newton Institute Seminar Series A maximal function for families of Hilbert transforms along homogeneous curvesASC - Approximation, sampling and compression in data science
Isaac Newton Institute Seminar Series Greedy algorithms in reduced modelingASC - Approximation, sampling and compression in data science
Isaac Newton Institute Seminar Series Here Happily Have we assembledHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Pushing around, trying to stay normal and positiveHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Vanishing or non-vanishing of kappa_2HHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Gröbner basesHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Spaces and cochains -- yet another approachHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Positive scalar curvature metrics on manifolds with fibred singularitiesHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Elliptic stochastic quantisationSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Homological stability for moduli spaces of disconnected submanifoldsHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Whitehead products in v_n-periodic homotopy groupsHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Wandering down the path to path homologyHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series The line isn’t contractibleHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Wonderful Fulton-MacPherson operadsHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Dendroidal spaces and mapping spaces between little cubes operads.HHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series An abstract framework for a non-perturbative renormalisationSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Stochastic quantization of Yang MillsSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Isomorphism theorems, random walks, and spin systems.SRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series More about the slice filtration and slice spectral sequenceHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Large time behavior of infinite dimensional systems under the Smoluchowski-Kramers approximationSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Higher monoidal monomorphismsHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Spaces of merging submanifoldHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Homological stability for Artin monoidsHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series On a Greenlees spectral sequenceHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Quasi-invariant Gaussian Measures for the 3D Nonlinear Wave EquationSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Generation of random dynamical systems for SPDE with nonlinear noise.SRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Orthogonal group and adjointsHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Constructing extended AKSZ topological field theories in derived symplectic geometryHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series The slice filtration and slice spectral sequenceHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Large-N asymptotics of energy-minimizing measures on N-point configurationsSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Yang-Mills measure on the two-dimensional torus as a random distributionSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series The Pontrjagin twistHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series On the Gromov-Lawson-Rosenberg ConjectureHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Savour thy units! (or why the p-adics sometimes beats the integers)HHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Rational models for automorphisms of fiber bundlesHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series The partition function of the 2-dimensional Yang—Mills modelSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Symmetry groups of algebraic structures and their homologyHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Devissage theorems in algebraic K-theoryHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series The Kervaire invariant problem at odd primesHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series A variational approach to Phi^4_3SRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Introduction to the Renormalisation GroupSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Slice DifferentialsHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series A Hermitian K-group via geometryHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series What is a pro-operad?HHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Grout (or the story of how my coauthor stopped me from naming things)HHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Introduction to the Renormalisation GroupSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Tools for understanding topological coHochschild homologyHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Stratifying categories of representations.HHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Outlining the Proof of the Kervaire Invariant TheoremHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Introduction to the Renormalisation GroupSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series The Higgs MechanismSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series E_r model structuresHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Adams before AdnamsHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Surprise!HHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Orientations old and newHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Bessel S(P)DEs : a story of renormalizationSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Renormalisation Group Analysis of a gradient model with nonconvex interactionSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Local bounds for the dynamic $\Phi^4_3$ modelSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series An introduction to topological coHochschild homologyHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Homotopy fixed points by finite p-group actions on classifying spaces of fusion systemsHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Towards a non-equilibrium thermodynamics: the role of large fluctuationsSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Towards a non-equilibrium thermodynamics: the role of large fluctuationsSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Franke's Scary ModelsHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Two skeletons in a cellular cupboardHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series On the existence of ghostsHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Spooky catsHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Non-equilibrium fluctuations of interacting particle systems, lecture 3SRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Non-equilibrium fluctuations of interacting particle systems, lecture 1SRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Devissage theorems in algebraic K-theoryHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series The stack "Broken" and associative algebrasHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Non-equilibrium fluctuations of interacting particle systems, lecture 1SRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series On the Cayley--Hamilton TheoremHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Homotopy Cobordism CategoriesHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series What does it mean to be continuous?HHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Dold-Kan correspondences and involutive factorisation systemsHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series K-theory of cuspsHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series The exotic part of the Picard group of K(2)-local spectra at the prime 2HHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Lecture 6 - The interacting dimer modelSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series The Tate sphere and dualityHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Thurston's fragmentation and non-abelian Poincare dualityHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series The 10 minute shuffleHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Constructible étale sheaves and analytic sheavesHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Lecture 5 - The interacting dimer modelSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Orthogonal G-Spectra IIHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series TBAHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Real homotopy theoryHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Orthogonal G-Spectra IHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Lecture 4 - The interacting dimer modelSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Lecture 3 - The interacting dimer model (copy)SRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Infinite loop space machines and TQFTsHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series (Non)-formality of little discs spaces and operadsHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series To complete or make discrete? That is the question.HHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Determining the determinant sphereHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Lecture 2 - The interacting dimer modelSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Equivariant multiplications and idempotent splittings of > G-spectraHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Tangent ∞-categories and Goodwillie calculusHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Lecture 1 - The interacting dimer modelSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Proper, equivariant, and stable!HHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Higher THH of Z/p^m with reduced coefficientsHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series The first English group theoristHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Transfer maps in A-theoryHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series 2-dimensional Yang-Mills theory and the Makeenko-Migdal equations (II)SRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series The Picard group of the stable module categoryHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Adelic models for Noetherian model categories (joint work with John Greenlees)HHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series 2-dimensional Yang-Mills theory and the Makeenko-Migdal equations (I)SRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Why Yang-Mills: a review of no-go results for phi^4_4SRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Rough pathsSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Renormalisation in QFT, statistical mechanics and stochastic PDE'sSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series MorseTheory(On.Point) vs (MorseTheory.On)PointHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Twisted, not bitterHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Brown-Comenetz dual of some K(2)-local spectrumHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series K-theory of division algebras over local fieldsHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Why Fermions, part IISRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Slopes in homological stability, the classical wayHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Topological Hochschild homology via generalized Thom spectraHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Renormalisation in QFT, statistical mechanics and stochastic PDE'sSRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Chessboard estimates and their role in the 1976SRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series RO(G)-coefficient ring of constant Mackey functor via dualityHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Case of IdentityHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series On twisted spin-c bordism and twisted K-theoryHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series BG_2 vs the JokerHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Why fermions?SRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Polynomial maps, Witt vectors and Real THHHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series The mod 2 Adams spectral sequence for tmf_*HHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Reflection Positivity which plays an important role in QFT and statistical mechanics.SRQ - Scaling limits, rough paths, quantum field theory
Isaac Newton Institute Seminar Series Quo whatis quandles?HHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Unit groups are confusingHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Multiplication, not multifariousHHH - Homotopy harnessing higher structures
Isaac Newton Institute Seminar Series Equivariant sheaves aren't always WeylHHH - Homotopy harnessing higher structures
Please see above for contact details for this list. |
Other listsCambridge Infectious Disease M&EM: The Medieval & Early Modern Workshop Graham Storey LectureOther talksThe genetic framework of germline stem cell development Mandatory Madness: Colonial Psychiatry and British Mandate Palestine, 1920-48 Panel Discussion: Climate Change Is Now Rhys Jones: Temporal Claustrophobia at the Continental Congress, 1774-1776 |
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Wednesday 16 December 2020, 17:00-18:30