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.
Billiards, Outer Billiards, and Symplectic Billiards - Programs and Applications
Explore billiards, outer billiards, and symplectic billiards with Richard Evan Schwartz. Discover mathematical concepts and programs like Mc billiard in this engaging conference talk.
Number Theory Through Geometry, Dynamics and Illustration - Lecture 1
Explore number theory through geometry and dynamics, focusing on continued fractions, Diophantine approximation, and Apollonian circle packings. Emphasizes visual and experimental tools in mathematical research.
Number Theory Through Geometry, Dynamics and Illustration - Lecture 3
Explore number theory through geometry and dynamics, focusing on continued fractions, Diophantine approximation, and Apollonian circle packings. Emphasizes visual and experimental tools in mathematical research.
Number Theory Through Geometry, Dynamics and Illustration - Lecture 2
Explore number theory through geometry and dynamics, focusing on continued fractions, Diophantine approximation, and Apollonian circle packings. Emphasizes visual and experimental tools in mathematical research.
Symplectic Mapping Class Groups: Structural Properties from Smooth to C⁰
Explore structural properties of symplectic mapping class groups, from smooth to C⁰, with an overview of key concepts and open questions in this mathematical field.
Symplectic Capacities of Domains Close to the Ball and Quasi-Invariant Contact
Explore symplectic capacities of domains near balls and quasi-invariant contact forms in this advanced mathematical discussion on symplectic dynamics and Reeb geometry.
Some Algebraic Tools in Fractal Geometry
Explore algebraic tools in fractal geometry, focusing on open conjectures, random lattices, and volume estimates. Gain insights into Sato-Bernstein theory and zeta distributions.
One-sided Multifractal Analysis of Gibbs Measures on the Line
Explore one-sided multifractal analysis of Gibbs measures on the line. Delve into advanced mathematical concepts with De-Jun Feng's in-depth conference talk from the CIRM thematic meeting.
Representation Spheres and Chromatic Picard Groups
Explore representation spheres and chromatic Picard groups in advanced mathematics. Gain insights from Vesna Stojanoska's conference talk at CIRM's thematic meeting on chromatic homotopy.
How Algebraic is a Stable Model Category?
Explore the algebraic nature of stable model categories in this advanced mathematical discussion on chromatic homotopy and K-theory.
The Universal Property of Topological Hochschild Homology
Explore the universal property of topological Hochschild homology in this advanced mathematical lecture, delving into chromatic homotopy and K-theory concepts.
Equivariant Elliptic Cohomology
Explore equivariant elliptic cohomology, from motivations to applications in representation theory and global homotopy. Gain insights into elliptic curves, K-theory, and infinity rings.
Stable Cohomology of Automorphism Groups of Free Groups
Explore stable cohomology of automorphism groups of free groups. Delve into advanced mathematical concepts with expert Christine Vespa in this in-depth conference talk.
The Chromatic Nullstellensatz
Explore the chromatic Nullstellensatz in this advanced mathematical lecture, delving into chromatic homotopy, K-theory, and functors.
2-Categorical Constructions and Multiplicative Equivariant Barratt-Eccles Operad
Explore (2)-categorical constructions and multiplicative equivariant Barratt theories in this advanced mathematics conference talk by Angélica M. Osorno.
A Survey of Mackey and Green 2-Functors
Explore Mackey and Green 2-functors in mathematics through an expert survey, gaining insights into chromatic homotopy and K-theory concepts.
The Geometry of Stable Lattices in Bruhat-Tits Buildings
Explore the geometry of stable lattices in Bruhat-Tits buildings through an in-depth mathematical conference talk by Mima Stanojkovski.
Homology Groups in Algebraically Closed Valued Fields
Explore homology groups in algebraically closed valued fields through an in-depth mathematical lecture by Pablo Cubides-Kovacsics at CIRM's thematic meeting.
Escher and Droste in Luminy
Explore the mathematical intricacies behind Escher's art and the Droste effect, delving into their connections and applications in visual perception and geometry.
Escher and Droste in Luminy
Explore the mathematical intricacies behind Escher's art and the Droste effect, delving into their connections and applications in visual perception and geometry.