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.
Exact Results for Metallic Quantum Critical Points - Hart Goldman
Exploring exact solutions for metallic quantum critical points, focusing on recent developments in topology, symmetry, and interactions in condensed matter physics.
Visualizing the Origin of Bulk Metallicity in the Topological Kondo Insulator SmB6 - Harris Pirie
Exploring the interplay of topology, symmetry, and interactions in SmB6, this talk visualizes bulk metallicity origins in topological Kondo insulators, advancing understanding of correlated topological phases.
Flat Bands in Kagome Lattice Metals - Linda Ye
Exploring flat bands in kagome lattice metals, focusing on the interplay between topology, symmetry, and interactions in condensed matter physics. Discusses recent advancements and their implications for understanding electronic properties.
R. Kashaev - The Connection Between Integrals and Fourier Series
Explore the intricate relationship between integrals and Fourier series, delving into mathematical concepts that bridge these fundamental analytical tools in advanced calculus and mathematical physics.
S. Matveev - Dijgraaf-Witten Invariants for Seifert Manifolds
Explore Dijgraaf-Witten invariants for Seifert manifolds in this advanced topology lecture, delving into complex mathematical concepts and their applications in quantum theory.
V. Tarkaev - Kahsaev Task for 4-Dimensional Manifolds
Explore Kahsaev's task for 4-dimensional manifolds in this advanced topology lecture, delving into complex mathematical concepts and their applications in quantum theory.
Khovanov Homology for Knots in Thickened Torus
Explore Khovanov homology for knots in thickened torus, delving into advanced topological concepts and their applications in quantum topology.
String Topology of Finite Groups of Lie Type
Explore string topology's role in understanding cohomology of finite Lie-type groups, connecting to loop spaces and algebraic geometry. Gain insights into recent developments in this mathematical field.
Jacob Lurie: A Riemann-Hilbert Correspondence in P-adic Geometry
Explore p-adic geometry and the Riemann-Hilbert correspondence, covering perfectoid spaces, crystals, and spectral methods in this advanced mathematics lecture.
The Module Structure of a Group Action on a Ring
Explore finite group actions on graded algebras, examining module multiplicities and their connections to homological algebra and geometric group actions.
The Balmer Spectrum of Cellular C-Motivic Spectra
Exploration of the Balmer spectrum in cellular C-motivic spectra, focusing on its periodicity (co)sheaf and the C2 group action on formal groups through the [−1]-series.
An Introduction to Chromatic Homotopy Theory
Explore Morava K-theories, E-theories, and their role in chromatic homotopy theory. Delve into K(n)-local categories and the connection between E-theory and group cohomology.
Tensor Triangular Geometry - Lecture 1
Explore symmetric monoidal triangulated categories, their spectra, and analogies to algebraic geometry. Delve into challenges in compactly generated settings and tensor triangulated fields.
Brent Nelson- Free Stein Dimension
Explore free Stein dimension in tracial von Neumann algebras, its computation, and implications for structural properties of von Neumann algebras.
Hammond and Sheffields Power Law Pólya's Urn
Explores power law Pólya's urn model, analyzing genealogical aspects, coalescence probabilities, and asymptotic behavior. Discusses random partitions, fractional Brownian motion, and metastable systems in probability theory.
David Bate: On 1-Regular and 1-Uniform Metric Measure Spaces
Explore 1-regular and 1-uniform metric measure spaces with David Bate, delving into advanced mathematical concepts and their applications in geometric measure theory.
Jonathan Hickman- On Littlewood-Paley Theory for Space Curves
Explore Littlewood-Paley inequalities for functions with Fourier transforms near submanifolds, focusing on space curves and applications in harmonic analysis, PDE, and number theory.
Fubini-Type Theorems for Hausdorff Dimension and Their Connection to Unions of Lines
Explore Fubini-type theorems for Hausdorff dimension and their relationship to unions of lines, gaining insights into advanced mathematical concepts and their applications.
Green Function vs. Geometry
Explore the relationship between Green functions and geometry in higher dimensions, focusing on regular sets and elliptic operators in mathematical analysis.
The Regularity Problem for the Laplace Equation in Rough Domains
Explores recent advances in Boundary Value Problems for the Laplace operator in rough domains, focusing on the equivalence between Dirichlet and regularity problem solvability.