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Discrete Analysis Seminar
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Further detail
The discrete analysis seminar began in Lent Term 2007 and, after a hiatus, restarted in Michaelmas 2018. The range of topics covered by the seminar is rather broad. It includes, but is not limited to, additive combinatorics, analytic number theory, geometry of banach spaces, harmonic analysis, ergodic theory, the theory of approximate groups, and discrepancy theory. During Michaelmas Term 2019, the seminar will be on Wednesday afternoons from 1.45pm to 2.45pm in (usually) MR5 of the Centre for Mathematical Sciences. There will not be a talk every week, so subscribe to this listing to see an updated schedule. If you have a question about this list, please contact: Peter Varju; efjb2; Thomas Bloom. If you have a question about a specific talk, click on that talk to find its organiser. 0 upcoming talks and 122 talks in the archive. On the diameters of p-groups
Conformal dimension of fractal percolation
On the size of subsets of F_p^n without p distinct elements summing to zero
Stability of homomorphisms into symmetric groups
Kakeya maximal estimates via real algebraic geometry
The Erdos Sumset Conjecture
Approximation on the Cantor set and other related fractals
Volume growth, random walks and electric resistance in vertex-transitive graphs
Modern applications of classical number theory
Forbidden bipartite configurations in subsets of finite groups
On a problem of J.E. Littlewood on flat polynomials
Sets without four term progressions but rich in three term progressions
Random generation without CFSG
Prime number models, large gaps, prime k-tuples and the square-root sieve
An introduction to discrete approximate subgroups of Lie groups
A Galois counting problem
Is a random polynomial irreducible?
On a question of Babai and Sós, a model theoretic approach
WOMBL: Number fields with prescribed norms
WOMBL: The maximum of the Riemann zeta function on the 1-line
WOMBL: Partial Associativity in Latin Squares
WOMBL: The minimum number of additive tuples in groups of prime order
WOMBL: Dimension of planar self-affine sets and measures
Non-proximal linear random walks on the torus
Bounds for sets lacking x,x+y,x+y^2
Higher-rank Bohr sets and multiplicative diophantine approximation
Uniform Spectral Gaps and Paradoxical Decompositions: the Affine Plane
Matrix coefficients of finite groups
Correlations of multiplicative functions at almost all scales
Bounded gaps between primes (Special Lecture)
On a problem of Erdős on similar copies of sequences in measurable sets
Control of oscillatory integrals by maximal operators
Restriction theory related to Waring's problem
Billiard on nilmanifolds and other stories
Local dimensions, Bernoulli convolutions and self-affine measures
Norm convergence of nonconventional ergodic averages
Normal numbers and fractal measures
Primes, Polynomials and Random Matrices
Values taken by pairs of quadratc forms
Nivat's Conjecture and expansive dynamics
Mean Dimension & Jaworski-type Theorems
Effective bisector estimate for PSL(2,C) with applications to circle packings
The structure of cubespaces attached to minimal distal dynamical systems
Refined Structure Theorems in Additive Combinatorics
UntitledTea in Pavilion E from 3.30
Polynomial sequences in groups and their projections on nilmanifoldsTea in Pavilion E from 3.30
Why are bilinear forms important in analytic number theory?Tea in Pavilion E from 3.30
Counting magic squares of primes and removing elements in latin squaresTea in Pavilion E from 3.30
Approximate groupsTea in Pavilion E from 3.30
The Mahler Conjecture on Convex BodiesTea in Pavilion E from 3.30
Counting Sidon SetsTea in Pavilion E from 3.30pm
Roth's theorem on arithmetic progressions
Solving linear equations in additive sets
Zeros of the Riemann zeta-function
Linear correlations of the divisor function
Rank gradient and cost of groups
Generalized Sidon sets
Martingales and Multiplicative Functions
Some discrete inequalities in harmonic analysis
The distribution of fractional parts of sequences αn²
Combinatorial problems in finite fields and Sidon sets
Difference sets and nonnegative exponential sums
A probabilistic approach to almost-periodicity in additive combinatorics
A new proof of the density Hales-Jewett theorem
Sum-product theorems for polynomials
Sum-product inequalities and geometric incidence counting
The distribution of Hecke eigenvalues at Piatetski-Shapiro primes
Inverse theorem for the Gowers U(4) norm
Towards a calculus for nonlinear spectral gaps
Geometric Structure for Brascamp Leib Inequalities
Nathanson Heights in Finite Vector Spaces
Simultaneous diophantine approximation by squarefree numbers
Expansions of real numbers in non-integer bases: arithmetic, combinatorics and dynamics
Integer symmetric matrices and Lehmer's problem
NO SEMINAR (MSRI workshop on Discrete Rigidity Phenomena)
Stein's method and the Erdos-Kac theorem
On the maximal number of 3-term progressions modulo p
Ergodic theorems, spectral gap, and counting lattice points
Wavelets, the Dual Tree and the Hilbert Transform -- from compression to image analysis via shift invariance
Free subgroups of linear groups and diophantine heights
Sums of three kth powers
Manin's conjecture for a non-singular quartic del Pezzo surface
Concentration of idempotent exponential polynomials
Multiplicative properties of sumsets and multiplicative properties of shifted sets
Exchangeable random variables and the statistics of large graphs and hypergraphs
Uniformity norms on L^{infty} and applications
The Hasse Principle for systems of diagonal cubic equations
Selection of characters via empirical processes
Orbit counting for automorphisms of finite combinatorial rank
Diophantine equations after Wiles
Linear configurations in uniform sets
Arithmetic, combinatorial, and dynamic properties of sequences of integers
Some exponential diophantine equations involving products of integers
Multiplicative Functions
The distribution of values of L-functions
Malamud's extension of the Gauss-Lucas theorem
The local theory of metric spaces and graph algorithms
Sidon sets, quasi-independent sets and related issues in harmonic analysis
A heat-flow approach to some multilinear inequalities in analysis
Growth in groups: an approach via incidence
Please see above for contact details for this list. |
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Henry Bradford, University of Cambridge.
Wednesday 04 March 2020, 13:45-14:45