Eigenvalue Estimates for P-Laplace Problems & Domains in Fermi Coordinates
Explore explicit and sharp eigenvalue estimates for Neumann p-Laplace eigenvalues in domains represented in Fermi coordinates, presented by Barbara Brandolini at IPAM's Calculus of Variations workshop.
On Yuansi Chen's Work on the KLS Conjecture II
Explores recent progress on the KLS conjecture in high-dimensional geometry, focusing on Yuansi Chen's work and Eldan's Stochastic Localization technique. Discusses implications for Bourgain's slicing problem.
Regularity of Free Boundaries in Obstacle Problems - Lecture IV
Explore advanced concepts in free boundary problems, focusing on regularity in obstacle problems. Learn key results, current research, and open challenges in this mathematical field.
Regularity of Free Boundaries in Obstacle Problems - Lecture II
Explore free boundary problems in PDE, focusing on regularity in obstacle problems. Learn key results, current research, and open questions in this mathematical field.
Regularity Theory for Area-Minimizing Currents - Lecture 5
Explore advanced concepts in geometric measure theory, focusing on regularity theory for area-minimizing currents. Gain insights from experts De Lellis and Spadaro in this in-depth lecture.
Partial Differential Equations - Lecture 25
Explore advanced concepts in partial differential equations, focusing on complex mathematical theories and their applications in various scientific fields.
Partial Differential Equations - Lecture 28
Explore advanced concepts in partial differential equations, focusing on complex mathematical theories and their applications in various scientific fields.
Partial Differential Equations - Lecture 24
Explore advanced concepts in partial differential equations, focusing on complex mathematical theories and their applications in this comprehensive lecture.
Partial Differential Equations - Lecture 21
Explore advanced concepts in partial differential equations, focusing on complex mathematical theories and problem-solving techniques in this comprehensive lecture.
Partial Differential Equations - Lecture 13
Explore advanced concepts in partial differential equations, focusing on complex mathematical theories and problem-solving techniques in this comprehensive lecture.
Partial Differential Equations - Lecture 8
Explore advanced concepts in partial differential equations, focusing on complex mathematical theories and problem-solving techniques in this comprehensive lecture.
Isoperimetric Problem- From Classical to Reverse I
Explore the classical isoperimetric problem and its reverse, focusing on minimizing volume for convex bodies with bounded curvature. Learn about recent developments in R3.
Isoperimetric Problem- From Classical to Reverse II
Explore the reverse isoperimetric problem for convex bodies with bounded curvature, focusing on volume minimization in R3 and its implications for geometric analysis.
Isoperimetric Problem - From Classical to Reverse III
Explores the reverse isoperimetric problem for convex bodies with bounded curvature, focusing on volume minimization in R3 and its implications for geometric analysis.
Vysotskiy - The Isoperimetric Problem for Convex Hulls and the Large Deviations Rate Functions
Explores large deviations principle for convex hull areas in planar random walks, analyzing optimal trajectories and solving the Euler-Lagrange equation for various rate functions.
Boundary Regularity of Minimal Surfaces
Explore boundary regularity of minimal surfaces with Camillo De Lellis. Gain insights into advanced mathematical concepts and their applications in geometric analysis.
Progressive Decoupling of Dynamics in Convex Optimal Control
Explore progressive decoupling in convex optimization for optimal control, connecting classical calculus of variations with modern convex analysis and duality concepts.
Antagonistic Cost Functionals in Shape Optimization
Explore antagonistic cost functionals in shape optimization with Giuseppe Buttazzo, delving into new perspectives and advanced mathematical concepts.
Variational Theory for Harmonic Maps and Applications - Lecture 1
Explore variational theory for harmonic maps and its applications in this advanced mathematical lecture by Daniel Stern.
Variational Theory for Harmonic Maps and Applications - Lecture 2
Explore advanced variational theory for harmonic maps and its applications in geometric analysis through this in-depth mathematical lecture.
Nash's C^1 Isometric Embedding Theorem and the Borisov-Gromov Problem - Lecture 3
Explore Nash's C^1 isometric embedding theorem and the Borisov-Gromov problem in Riemannian geometry. Delve into surprising constructions and open questions linked to the Onsager conjecture.