Dynamical Subsets in Iterated Function Systems
Explore dynamical subsets in iterated function systems with Henna Koivusalo's in-depth analysis of rare events in dynamical systems.
Quantitative Recurrence for Z-Extension of Three-Dimensional Axiom A Flows
Explore quantitative recurrence in Z-extension of Axiom A flows, focusing on first return time behavior and applications to geodesic flows on Z-cover of compact surfaces.
On Blaschke-Santaló Diagrams in Shape Optimization
Explore Blaschke-Santaló diagrams in shape optimization with Ilaria Lucardesi. Gain insights into new perspectives on this mathematical topic.
Learning 4-Dimensional Knot Invariants from the Jones Polynomial
Explore machine learning techniques in knot theory, focusing on learning 4D topological invariants from the Jones polynomial and their implications for understanding knot structures.
Frame PB-Groupoid of a VB-Groupoid
Explore properties of special principal bundles, focusing on frames of VB-groupoids and their relation to geometric connections and structures on Lie groupoids.
On Generalised Ricci Flow for Courant Algebroids
Explore generalised Ricci flow for Courant algebroids, delving into advanced mathematical concepts and their applications in physics and geometry.
Lie Derivative of Linear Connection and Its Applications
Explore the Lie derivative of linear connection and its applications with Frederik Ďalak, gaining insights into advanced mathematical physics concepts.
Jet Functors in Noncommutative Geometry
Explore jet functors in noncommutative geometry, delving into advanced mathematical concepts and their applications in theoretical physics.
Graded Jet Geometry - Part II
Explore advanced concepts in graded jet geometry, building upon foundational knowledge to delve into complex mathematical structures and their applications.
Basic Curvature and Atiyah Cocycle in Algebroids and Sigma Models
Explore torsion and curvature tensors in algebroids, their derivation for differential graded manifolds, and applications in sigma model BV theory.
Cubic and Non-cubic Dirac Operators - Applications in Algebraic and Differential Geometry
Explore algebraic Dirac operators, their cohomology, and applications in differential geometry. Delve into Vogan's construction and its generalizations.
Geometry, Arithmetic, and Dynamics of Discrete Groups - Lecture 5
Explore discrete group theory through geometric, arithmetic, and dynamic perspectives in this advanced mathematics lecture by Nikolay Bogachev.
The Art of Problem Solving in Wolfram Language 2023
Explore problem-solving in geometry, combinatorics, number theory, and algebra using Wolfram Language. Learn to connect insights with expressive examples.
Tetrahedron Center Functions and Geometry Tools for 2D and 3D Spaces
Explore new geometry tools for 2D and 3D spaces, focusing on tetrahedron centers and their applications in calculations and animations.
Computational Number Theory in the Modern World
Explore modern computational number theory, covering primes, factorization, divisibility, congruence, and advanced topics like analytic and additive number theory.
Mathematical Games - Episode 14: Hexagrammum Mysticum
Explore mathematical games and puzzles involving hexagrammum mysticum with Ed Pegg Jr. in this engaging 48-minute episode.
Mathematical Games - Surfaces - Episode 13
Explore mathematical games and puzzles involving surfaces with Ed Pegg Jr. in this engaging 55-minute episode, delving into fascinating geometric concepts and challenges.
Mathematical Games - Icosahedra and Other Polyforms - Episode 20
Explore mathematical games and puzzles involving icosahedra and other polyforms with Ed Pegg Jr. Discover fascinating geometric concepts and their applications.
Mathematical Games - Space-Filling Curves - Episode 16
Explore mathematical games and puzzles involving space-filling curves with Ed Pegg Jr. in this engaging 55-minute episode.
Virtual Origami: Mathematical Modeling and Computational Realization
Explore virtual origami using Mathematica, focusing on traditional techniques with mathematical formalism. Learn about fold rules, classical folds, and create a flying crane model.
Topological Perspectives on Networks
Explore algebraic topology tools for network analysis, focusing on their application in neuroscience to understand structure-function relationships.