The De Giorgi Conjecture for the Half-Laplacian in Dimension 4 - II
Explore advanced mathematical concepts in nonlocal PDEs, focusing on the De Giorgi conjecture for the half-Laplacian in dimension 4, presented by A. Figalli from ETH Zürich.
The De Giorgi Conjecture for the Half-Laplacian in Dimension 4 - I
Explore the De Giorgi conjecture for the half-Laplacian in dimension 4, presented by A. Figalli from ETH Zürich. Delve into advanced mathematical concepts in nonlocal partial differential equations and their applications.
Nonlocal Equations Under Different Perspectives - Lecture 5
Explore advanced nonlocal equations in mathematics, focusing on applications in geometry, physics, and probability theory with expert insights from E. Valdinoci.
Nonlocal Equations Under Different Perspectives - Lecture 4
Explore advanced nonlocal partial differential equations and their applications in geometry, physics, and probability with expert Valdinoci from the University of Melbourne.
Fractional Poincare Inequalities on Manifolds With Finite Total Q-Curvature
Explore fractional Poincare inequalities on manifolds, focusing on finite total Q-curvature. Advanced mathematical concepts for geometry and physics enthusiasts.
Nonlocal Equations Under Different Perspectives - Lecture 3
Explore advanced nonlocal equations in mathematics, focusing on applications in geometry, physics, and probability theory with expert insights from E. Valdinoci.
Nonlinear Fractional Parabolic Equations in Bounded Domains
Explore nonlinear fractional parabolic equations in bounded domains, focusing on advanced mathematical concepts and their applications in geometry, physics, and probability.
Nonlocal Equations Under Different Perspectives - Lecture 1
Explore nonlocal equations through diverse lenses, gaining insights into their applications in geometry, physics, and probability theory.
Global Regularity of Solutions to the 4-Species Quadratic Diffusion-Reaction System
Explore advanced mathematical concepts in nonlocal partial differential equations, focusing on global regularity solutions for a 4-species quadratic diffusion-reaction system across all spatial dimensions.
Construction of Weak Solutions for the Landau Equation by Approximations of Solutions to
Explore the construction of weak solutions for the Landau equation through approximations of Boltzmann equation solutions in grazing collision limit scenarios.
Second Order Conformally Invariant Elliptic Equations - Lecture 4
Explore advanced mathematical concepts in conformally invariant elliptic equations, focusing on second-order systems and their applications in geometry, physics, and probability theory.
Logarithmic Transformations and Vector Bundles on Elliptic Surfaces via O-Minimal Geometry II
Explore logarithmic transformations and vector bundles on elliptic surfaces through o-minimal geometry, examining their impact and applications in various mathematical fields.
Logarithmic Transformations and Vector Bundles on Elliptic Surfaces via O-Minimal Geometry I
Explore logarithmic transformations and vector bundles on elliptic surfaces through o-minimal geometry, examining their impact and applications in various mathematical fields.
Quantum Toric Geometry and Tame Geometry via Motivic Rings II
Explore the connection between quantum toric manifolds and tame geometry through Hodge number computations of LVM manifolds, providing insights for future research in non-commutative geometry.
Generalized Complex Branes, Doubling, and Shifted Symplectic Geometry, Part I
Explore symplectic approaches to generalized complex geometry, focusing on brane construction and implications for Kaehler geometry. Delve into shifted symplectic geometry and homotopy complex structures.
Generalized Complex Branes, Doubling, and Shifted Symplectic Geometry, Pt II
Explore symplectic approaches to generalized complex geometry, focusing on brane construction and implications for generalized Kaehler geometry. Delve into shifted symplectic geometry and homotopy complex structures.
Symplectic Geometry - Class 21
Explore advanced concepts in symplectic geometry with Professor Ben Webster, delving into complex mathematical theories and their applications in this comprehensive lecture.
Symplectic Geometry - Class 20
Explore advanced concepts in symplectic geometry with Professor Ben Webster, delving into complex mathematical theories and their applications in this comprehensive lecture.
Timelike Curvature-Dimension Conditions for Lorentzian Spaces via Rényi's Entropy
Explore timelike curvature-dimension conditions in Lorentzian spaces using Rényi's entropy, advancing understanding of low regularity physics and geometry in spacetime.
Some Mathematical Insights About Traveling Waves
Explore mathematical insights on traveling waves, focusing on their applications in range expansion and evolutionary processes.
Homological Methods in Random Noncommutative Geometry
Explore homological methods in random noncommutative geometry, covering fuzzy spectral triples, Dirac operators, and connections to random matrix theory and BV formalism.