Some Recent Developments in Generalised Norm Resolvent Convergence
Explore recent developments in generalised norm resolvent convergence, focusing on operators in different Hilbert spaces with illustrative examples.
Relative Oscillation Theory and Essential Spectra of Sturm-Liouville Operators
Explore relative oscillation theory for Sturm-Liouville operators, examining perturbation results and essential spectra invariance in terms of real coefficients p, q, and r.
Improved Lieb-Thirring Type Inequalities for Non-Selfadjoint Schroedinger Operators
Explore improved Lieb-Thirring inequalities for complex-valued Schroedinger operators, focusing on eigenvalue analysis and sharpness in one-dimensional cases.
On the Rearrangement of a Function and Its Applications
Explore classical results and applications of function rearrangement, including recent developments in shape and topology optimization.
Extreme Value Theory and Poisson Statistics for Stochastic Differential Equations
Explore extreme event distributions in stochastic processes using transfer operators and spectral analysis techniques for Stochastic Differential Equations.
Homogenisation of Nonlinear Dirichlet Problems in Randomly Perforated Domains
Explore nonlinear Dirichlet problems in randomly perforated domains, focusing on convergence of integral functionals and homogenization in small-perforations limit.
Introduction to Non-Commutative Geometry - Lecture 2
Explore non-commutative geometry concepts and applications in this advanced mathematics lecture, building on foundational principles to deepen understanding of complex algebraic structures.
Optimal Transport and High-Dimensional Probability - Otto's Calculus on Wasserstein Space
Explore optimal transport and high-dimensional probability through Otto's Calculus on Wasserstein spaces, delving into advanced mathematical concepts and their applications.
On Finite-Dimensional Approximations of Push-Forwards on Locally Analytic Functionals
Explore finite-dimensional approximations of push-forwards on locally analytic functionals in this advanced mathematical symposium presentation by Isao Ishikawa.
Vector-Valued Concentration on the Symmetric Group
Explore vector-valued concentration inequalities for the symmetric group, examining implications for Banach space geometry and building on recent advancements in discrete hypercube analysis.
Spheres, Euler Classes and the K-Theory of C*-Algebras of Subproduct Systems
Explore spheres, Euler classes, and K-theory of C*-algebras in subproduct systems through Francesca Arici's insightful mathematical conference talk at CIRM.
C*-Algebras Associated with Boundary Actions of Certain Torsion-Free Hyperbolic Groups
Explore C*-algebras associated with boundary actions of torsion-free hyperbolic groups in this advanced mathematical talk by Shirly Geffen.
A Gentle Introduction to Type III Factors and Connes' Bicentralizer Problem
Explore type III factors and Connes' Bicentralizer Problem in operator algebra theory. Gain insights into advanced mathematical concepts through this gentle introduction.
On Maximally Hypoelliptic Differential Operators
Explore maximally hypoelliptic differential operators with Omar Mohsen in this advanced mathematical lecture from CIRM's Audiovisual Mathematics Library.
Complex Analysis in Lean
Explore complex analysis implementation in Lean, focusing on key concepts and theorem formalization for mathematicians and computer scientists.
On the Radon-Carleman Problem in Uniformly Rectifiable Domains
Explore the Radon-Carleman Problem in uniformly rectifiable domains with mathematician Irina Mitrea. Gain insights into advanced mathematical concepts and their applications in analysis.
Sobolev Spaces on Metric Spaces - Lecture by Jun Kigami
Explore Sobolev spaces on metric spaces, covering basic concepts, new examples, and discrete energy. Gain insights into advanced mathematical analysis techniques.
Parabolic Maximal Regularity Applied to Diffusion Networks
Explore parabolic maximal regularity in diffusion networks with Wolfgang Arendt's mathematical analysis, focusing on applications and theoretical insights.
Project Orange - Parabolic Maximal Regularity and the Kato Square Root Property
Explore parabolic maximal regularity and Kato square root property in advanced mathematical analysis. Gain insights into harmonic analysis techniques for elliptic operators.
H-Infinity Calculus and Square Functions on Banach Spaces
Explore $H^{\infty}$-calculus and square functions on Banach spaces in this advanced mathematical conference talk, delving into harmonic analysis techniques for elliptic operators.
R-Sectorial Operators and Maximal Regularity
Explore $\mathscr{R}$-sectorial operators and maximal regularity in this mathematical conference talk, delving into advanced harmonic analysis techniques for elliptic operators.