Positive Scalar Curvature on Manifolds and Foliations - ICBS 2024
Explore recent advances in positive scalar curvature metrics on manifolds and foliations, a key topic in differential geometry.
Measure Rigidity Beyond Homogeneous Dynamics
Explore measure and topological rigidity in dynamical systems beyond homogeneous spaces, examining conditions for rigidity properties on manifolds.
Quantitative Cobordism - Exploring Topology and Geometry
Explore quantitative cobordism in topology, focusing on non-constructive existence proofs and connections to geometry. Delve into Manin's principle, Cheeger-Gromov heuristic, and manifold constructions.
Critical Metrics of Eigenvalue Functionals via Subdifferential
Explore critical metrics of eigenvalue functionals using subdifferential, covering Laplace and Steklov eigenvalues and offering new perspectives on Riemannian geometry.
Triangulations of Manifolds and the Triangulation Conjecture
Explore the triangulation conjecture in topology, its validity in low dimensions, and its disproval in higher dimensions using advanced mathematical techniques.
Distribution on Achiral Manifolds
Explore distribution of commensurable classes in geometric models, focusing on Sol and hyperbolic 3-manifolds. Delve into related number theory concepts and recent research findings.
Interactions Between Smooth and Symplectic Topology
Explore the interplay between smooth and symplectic topology, delving into advanced mathematical concepts and their applications in geometric structures.
Análise em Variedades - Aula 20
Explore conceitos avançados de análise em variedades, incluindo formas diferenciais, teorema de Stokes, cohomologia de De Rham e aplicações em geometria diferencial.
Análise em Variedades - Aula 13
Aprofunde-se em análise em variedades, explorando tópicos avançados como fibrados, formas diferenciais e o Teorema de Stokes. Desenvolva habilidades essenciais para pesquisa em geometria diferencial e topologia.
קירובים ושיערוכים מעל יריעות
למד על קירובים ושיערוכים מעל יריעות מפרופ' ניר שרון, מומחה בתחום. הרצאה מעמיקה המציגה רעיונות מתקדמים במתמטיקה.
Neural Manifolds - The Geometry of Behaviour
Explore the geometry of behavior through neural manifolds, combining topology and neuroscience to understand high-dimensional information in neural circuits. Gain insights into brain function using intuitive explanations.
Advanced General Relativity - A Centennial Tribute to Amal Kumar Raychaudhuri - Lecture 1
Explore advanced general relativity concepts, including black holes, spacetime geometry, and Raychaudhuri equations, in this comprehensive lecture series honoring physicist Amal Kumar Raychaudhuri.
Symmetric Approach to General Relativity - Applications to Exotic Spheres
Exploring Cheeger deformation to derive Lorentzian metrics on spheres and exotic spheres, with implications for physics and geometry in compact models of spacetime.
Gauge Theory and Low Dimensional Topology - Conference Lecture
Explore gauge theory and low-dimensional topology with expert insights from Paul Feehan in this engaging 48-minute conference talk at the University of Miami.
Gauge Theory and Low Dimensional Topology
Explore gauge theory and low-dimensional topology with insights from MIT expert Tom Mrowka in this conference talk at the University of Miami.
Quantum Chern-Simons Theory: Real and Complex Formulations - Lecture 1
Explore Quantum Chern-Simons Theory, covering WRT invariants, Resurgence conjecture, and Teichmüller TQFT. Delve into detailed examples and discuss related conjectures.
A Characterization of 3D Steady Euler Flows Using Commuting Zero-Flux Homologies
Explore 3D steady Euler flows characterization using commuting zero-flux homologies. Extends Sullivan's work, proves impossibility of plug constructions, and discusses higher-dimensional applications.
Bordered-Sutured Floer Homology as a Sutured TQFT
Explore advanced quantum topology concepts through bordered-sutured Floer homology and its applications as a sutured TQFT in this in-depth lecture by J. Rasmussen.
Geometric Deep Learning
Dive into geometric deep learning principles and advanced mathematical concepts with Prof. Michael Bronstein's comprehensive exploration of this cutting-edge field in artificial intelligence.
Rack Manifold Requirements and Qualification for Liquid Cooled Systems
Explore design guidelines and testing methodologies for rack-mounted manifold systems in liquid-cooled IT equipment, covering material selection, performance standards, and implementation.
Blind Mate Liquid Cooling Components Design and Testing Updates for OCP ORv3
Explore the latest developments in blind mate liquid cooling components, including valve designs, manifold updates, and interoperability testing for enhanced cooling performance.