2D multi-layer materials and incommensurability : non-commutative geometry to the rescue of numerical computation

Speaker(s)

Paul Cazeaux

University of Kansas

Events

Phase reconstruction using alternating projections for random measurement vectors

On scalar conservation laws (9)

Fractional harmonic applications and local or non-local minimum surfaces

Elliptic homogenization with defects : revised proof and new results

Empirical measurements and quantum dynamics

2D multi-layer materials and incommensurability : non-commutative geometry to the rescu…

PDEs for neural networks : models, analysis and behavior

The method of manufactured solutions for anisotropic Maxwell equations in plasmas

Elliptic Equations in Unbounded Cylinders with Nonpositive Zero Order …

A local surjection theorem with derivative losses and some applications

Coordinating centralized and distributed power generation

2D multi-layer materials and incommensurability : non-commutative geometry to the rescue of numerical computation

Speaker(s)

Paul Cazeaux

Events

On scalar conservation laws (1)

An update on MFG

On scalar conservation laws (2)

Spectral methods for elliptic equations with stochastic coefficients

On scalar conservation laws (3)

On scalar conservation laws (4)

Maxwell meets Saint-Venant about viscoelastic fluids

On scalar conservation laws (5)

Localization of the Anderson Hamiltonian in dimension 1

On scalar conservation laws (6)

Calculation of high-order moments for the random paraxial wave equation

On scalar conservation laws (7)

On scalar conservation laws (8)

Phase reconstruction using alternating projections for random measurement vectors

On scalar conservation laws (9)

Fractional harmonic applications and local or non-local minimum surfaces

Elliptic homogenization with defects : revised proof and new results

Empirical measurements and quantum dynamics

2D multi-layer materials and incommensurability : non-commutative geometry to the rescu…

PDEs for neural networks : models, analysis and behavior

The method of manufactured solutions for anisotropic Maxwell equations in plasmas

Elliptic Equations in Unbounded Cylinders with Nonpositive Zero Order …

A local surjection theorem with derivative losses and some applications

Coordinating centralized and distributed power generation

Mathematical Modelling of Multiscale Processes in the Atmosphere…

See also