Inverse Results for Isoperimetric Inequalities - Part II
Explores inverse isoperimetric problems in graphs, focusing on the Fourier-Entropy-Influence conjecture and related inequalities, with applications to PAC learning and other areas.
Inverse Results for Isoperimetric Inequalities - Part I
Explore inverse isoperimetric problems in graphs, focusing on the Fourier-Entropy-Influence conjecture and related inequalities. Discover applications to PAC learning and recent progress in the field.
Shuffling Cards and Random Matrix Theory
Explore card shuffling and random matrix theory with Stanford's Persi Diaconis in this IMPA 70th anniversary conference talk on mathematical applications in everyday phenomena.
Interacting Particle Systems on Sparse W-Random Graphs
Explore interacting particle systems on sparse W-random graphs in this workshop. Gain insights from leading experts through plenary talks, contributed presentations, and collaborative sessions on randomness and network learning.
A Fascinating Frog Problem
Explore a captivating mathematical puzzle involving frogs jumping on lily pads with Oxford mathematician Tom Crawford. Dive into problem-solving techniques and discover unexpected connections in this engaging discussion.
Expanders and Property Testing
Explore expanders and property testing in graph theory, focusing on their applications and connections to theoretical computer science.
The Orlik-Terao Algebra and a Surprising Duality
Explore the Orlik-Terao algebra and uncover a surprising duality in mathematics with insights from postdoctoral research.
Infinite Patterns in Sets of Positive Density
Explore infinite patterns in sets of positive density, uncovering key concepts and applications in mathematical dynamics.
The Realization Space of a Matroid
Explore the intricacies of matroid realization spaces with Lukas Kühne, delving into advanced mathematical concepts and their applications in combinatorial geometry.
The Math Every Programmer Needs - Practical Applications of Discrete Math in Ruby
Discover practical discrete math concepts to enhance your programming skills, from Boolean algebra to graph theory, without complex equations.
GeoCombSurfX - Exploring Properties of Polygonal Complexes
Explore polygonal complexes, analyze combinatoric and geometric properties, and tackle interlocking problems using Julia's ecosystem. Learn about future developments in algebraic analysis and 3D embeddings.
Additive Structures in Subset Sums, Non-Averaging Sets and Convex Geometry
Explore additive structures in subset sums, non-averaging sets, and convex geometry with insights from postdoctoral research in advanced mathematics.
Gröbner Objects in Schubert Calculus
Explore Gröbner objects and their applications in Schubert calculus, delving into advanced algebraic geometry concepts.
Chow Polynomials of Matroids
Explore the intriguing world of Chow polynomials in matroid theory with Luis Ferroni's concise presentation on this advanced mathematical concept.
Large Genus Asymptotics in Flat Surfaces
Explore large genus asymptotics in flat surfaces with Amol Aggarwal. Delve into advanced mathematical concepts and their applications in combinatorics, dynamics, and geometry on moduli spaces.
Counting Pairs of Saddle Connections on Translation Surfaces
Explore saddle connection pairs on translation surfaces, delving into mathematical counting techniques and geometric insights.
Real-Normalized Differential with a Single Order 2 Pole
Explore real-normalized differentials with a single order 2 pole in this advanced mathematical talk by Alexandra Skripchenko, delving into combinatorics, dynamics, and geometry on moduli spaces.
Total Positivity and Determinantal Inequalities
Explore total positivity and determinantal inequalities in mathematics, focusing on advanced concepts and their applications in various fields.
Quasipolynomial Bounds for Some Problems in Extremal Combinatorics
Explore quasipolynomial bounds in extremal combinatorics with Zander Kelley, examining key problems and recent advancements in this mathematical field.
Top Heaviness in Combinatorics and Geometry
Explore top heaviness in combinatorics and geometry, examining its applications and implications in mathematical research.
Combination: Meaning and Algebra of Combination
Master combination concepts, including factorials and algebraic operations, to enhance your understanding of permutations and combinations in mathematics.