Ivan Moyano

Name:	Ivan Moyano
Affiliation:	DPMMS, Centre for Mathematical Sciences
E-mail:	(only provided to users who are logged into talks.cam)
Last login:	10 Jun 2019, 10:37 a.m.

Public lists managed by Ivan Moyano

Talks given by Ivan Moyano

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Talks organised by Ivan Moyano

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• Eigenvalue estimates for magnetic Laplacians on Riemannian manifolds
• Nonlinear PDEs of Mixed Elliptic-Hyperbolic Type: Analysis and Applications
• Multipliers method for Spectral Theory
• The rigidity problem for perimeter inequalities under symmetrization
• Emergence of Apparent Horizon in General Relativity
• Localisation and delocalisation in the parabolic Anderson model
• Scherk-like Translators for Mean Curvature Flow
• Maximal and Variational Fourier Restriction Theory
• Singularity theorems for W^{2,p}-metrics
• Landau Damping for the screened Vlasov-Poisson system on R^3: a lagrangian proof
• Strichartz estimates for the one-dimensional wave equation
• About wave and Schrödinger equations in the exterior of many strictly convex obstacles
• Sharp eigenvalue estimates on degenerating surfaces.
• Wegner estimate for the random breather model
• Turbulent solutions of the nonlinear Schrodinger equation : a link between the scattering theory and the Arnold diffusion
• Bubbling analysis for closed and free boundary minimal hypersurfaces
• Uniqueness of the solution to the 2D Vlasov-Navier-Stokes system
• Diffusion and mixing in incompressible flows
• Linear systems of wave equations on cosmological backgrounds with convergent asymptotics
• Cylindrical Estimates for High Codimension Mean Curvature Flow
• Singularity formation and bubbling in nonlinear diffusions
• On the uniqueness of graphical mean curvature flow
• Then initial value problem for the Euler equations of fluids viewed as a convex optimisation problem
• CANCELLED - Semiclassical analysis and kinetic equations
• Dynamics, dispersion and control of Schrödinger equations
• Instability of infinitely many stationary solutions of the su(2) Yang-Mills fields on the exterior of the Schwarzschild black holes
• Strichartz estimates for the kinetic transport equation