Poisson and Quantum Algebras of SL(n) Monodromies and Groupoid Action
Explore Poisson and quantum algebras of SL(n) monodromies, delving into advanced mathematical concepts and their applications in theoretical physics and geometry.
Quantum Toric Geometry I
Explore the fascinating world of Quantum Toric Geometry, a generalization of Classical Toric Geometry using quantum tori, and its implications for constructing moduli spaces of toric varieties.
Asymptotics and Resurgence in Weil-Petersson Volumes
Explore non-perturbative properties of 2D gravity models using Resurgence, uncovering insights into Weil-Petersson volume asymptotics and topological gravity instanton contributions.
BPS States and 3d TQFTs
Explore the connection between BPS state counting in string theory and new 3-manifold invariants, examining recent progress and relationships with familiar topological quantum field theories.
Homological Mirror Symmetry - Progress in Quantum Toric Geometry
Explore recent developments in quantum toric geometry, moduli spaces of toric varieties, and their conjectural links to birational geometry, drawing from cutting-edge research in the field.
Ernesto Lupercio- Quantum Toric Geometry Pt. II
Explores quantum toric geometry, generalizing toric geometry with moduli spaces. Advanced mathematical concepts for researchers in algebraic topology, geometry, and mathematical physics.
Regularity of the Boltzmann Equation in Bounded Domains - II
Explore advanced mathematical concepts in nonlocal PDEs, focusing on the Boltzmann equation's regularity in bounded domains. Gain insights from expert Tonon, D. in this in-depth lecture.
On the Zakharov-L'vov Stochastic Model for Wave Turbulence
Explore the Zakharov-L'vov stochastic model for wave turbulence, examining its mathematical foundations and applications in understanding complex wave systems.
Static Black Hole Uniqueness Theorems - Lecture 1
Explore static black hole uniqueness theorems, covering pseudo Schwartzel, horizons, time symmetry, spatial slices, and standard static cases in this advanced mathematics lecture.
Collisions in Plasmas: The Landau Equation - Part 5
Explore plasma collisions through the Landau equation, delving into advanced mathematical concepts and their applications in physics and probability theory.
Almost Schur Lemma and Positivity Conditions in Quaternionic Contact Geometry
Explore quaternionic contact geometry, focusing on the Almost Schur Lemma and its implications for estimating qc scalar curvature under specific conditions.
Swarming Models with Local Alignment Effects
Explores phase transitions in kinetic equations for swarming models, focusing on noise-driven transitions and their applications in mathematical physics and interacting particle systems.
Scaling Limits and Effective Equations in Kinetic Theory I
Explores scaling limits and effective equations in kinetic theory, focusing on Boltzmann and Landau equations for rarefied gases and weakly interacting plasmas, discussing mathematical challenges in rigorous derivation.
Quantitative Uniform Propagation of Chaos for Maxwell Molecules
Explores propagation of chaos in Kac's N-particle system for Maxwell molecules, using probabilistic coupling techniques and recent stabilization results to establish uniform-in-time estimates.
6j-Symbols for SL(2,C) Group and Feynman Diagrams
Explore 6j-symbols for SL(2,C) group using Feynman diagrams, deriving Racah coefficients for infinite-dimensional unitary principal series representations and expressing results as complex integrals or Mellin-Barnes type sums.
On Naked Singularities for the Einstein Vacuum Equations - IPAM at UCLA
Explore the construction of naked singularities in Einstein vacuum equations with Yakov Shlapentokh-Rothman, delving into cutting-edge research in mathematical aspects of gravitation.
Multi-Oscillating Boson Stars - IPAM at UCLA
Explore multi-oscillating boson stars in general relativity, examining their characteristics, frequencies, and comparisons to single-frequency configurations in this advanced physics presentation.
Null Hypersurfaces and the Penrose Inequality for a Perturbed Schwarzschild Black Hole
Explores the Penrose inequality in general relativity, focusing on null hypersurfaces and perturbed Schwarzschild black holes. Discusses recent breakthroughs and ongoing challenges in this field of gravitational physics.
Positivity of Mass for Asymptotically Hyperbolic Initial Data Sets - IPAM at UCLA
Explore asymptotically hyperbolic initial data in Einstein equations, focusing on positivity of mass and its implications for understanding gravitational systems and Bondi mass.
Toda Lattice, Billiards & the Viterbo Conjecture
Exploração da relação entre o reticulado de Toda, bilhares e a conjectura de Viterbo, com foco em sistemas integráveis e transformações simpléticas de produtos lagrangianos.
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.