Motives in Generalized Geometry
Explore generalized geometry and motives in this insightful conference talk, delving into advanced mathematical concepts and their applications in contemporary research.
Orbifold Fundamental Groups of Log Calabi-Yau Surface Pairs, and the Jordan Constant
Explores orbifold fundamental groups of log Calabi-Yau surface pairs, discussing their properties, structure, and connections to other mathematical concepts in algebraic geometry.
Weighted Blowups, Wall-Crossing and Weak Factorization
Explore stack-theoretic weighted blowups and their applications in resolution of singularities, destackification, wall-crossings, and weak factorization for more natural and efficient algorithms.
Brill-Noether Reconstruction for Fano Threefolds and Applications
Explore Brill-Noether reconstruction for Fano threefolds, focusing on Kuznetsov components and Bridgeland moduli spaces. Learn about applications in categorical Torelli theorems and auto-equivalences.
Nash Social Welfare and A Tale of Mathematical Programs
Explore determinant maximization, its applications in machine learning and game theory, and techniques like matroid intersection methods for solving this abstract problem.
Symplectic Geometry of Teichmueller Spaces for Surfaces with Boundary - Lecture 3
Explore symplectic geometry of Teichmueller spaces for surfaces with boundary in this advanced mathematics lecture by Eckhard Meinrenken, part of a workshop on operator algebras and non-commutative geometry.
Singular Moduli for Real Quadratic Fields - An Update by Jan Vonk
Explore singular moduli for real quadratic fields with Jan Vonk. Learn about recent developments, theoretical insights, and computational aspects in this advanced arithmetic geometry lecture.
Equidistribution of Matrix Valued Gauss Sums by C. S. Rajan
Explore equidistribution of matrix-valued Gauss sums in this advanced mathematics lecture, delving into arithmetic geometry and modular curves.
Towards Strong Uniformity for Isogenies of Prime Degree by Barinder Singh Banwait
Explores strong uniformity for prime degree isogenies in arithmetic geometry, focusing on modular curves and rational points. Advances theoretical understanding and computational methods in this specialized field.
Quadratic Twist of Epsilon Factor of Symmetric Cube Transfers of Modular Form by Sudipa Mondal
Explores quadratic twists of epsilon factors for symmetric cube transfers of modular forms, delving into advanced concepts in arithmetic geometry and number theory.
On the Pseudonullity of Fine Selmer Groups Over Function Fields by Sohan Ghosh
Explores pseudonullity of fine Selmer groups over function fields, advancing understanding in arithmetic geometry and modular curves. Contributes to research on rational points and algebraic structures.
Uniform Versions of Shafarevich Conjecture by Plawan Das
Exploring uniform versions of Shafarevich Conjecture in arithmetic geometry, focusing on rational points on modular curves and their implications for elliptic curves and modular forms.
Rational Points on Modular Curves - Lecture 1
Explore advanced concepts in arithmetic geometry, focusing on rational points on modular curves. Gain insights into theoretical and computational aspects of this fascinating field of mathematics.
Classical and Quadratic Chabauty - Lecture 1
Explore advanced techniques for studying rational points on modular curves, focusing on classical and quadratic Chabauty methods in arithmetic geometry.
Local Graph Clustering with Noisy Labels
Explore techniques for local graph clustering with noisy labels, focusing on applications in complex networks and data analysis.
From Informal to Formal Mathematics and Back - Tools for Mathematical Transformation
Tools for transforming informal mathematics to formal and vice versa, aiming to enhance mathematical understanding. Explores Lean blueprint infrastructure and Informal Lean for collaborative formalization projects and customizable proof detailing.
Beautiful Formalizations and Proofs in Mechanized Mathematics
Explore the aesthetics of mathematical formalization, examining how beauty in mathematics adapts to mechanization and automation, with illustrative examples of elegant definitions and proofs.
How to Prove 1 = 0 and Other Mathematical Illusions
Explore mathematical illusions and logical fallacies in proofs, uncovering common mistakes and their implications. Learn to spot errors and understand the importance of rigorous mathematical reasoning.
Perspectives in Math and Art
Explore the fascinating intersection of mathematics and art in this engaging talk, uncovering shared principles and creative connections between these seemingly disparate fields.
Some Research Problems in Number Theory
Explore intriguing research problems in number theory with Ram Murty, delving into advanced mathematical concepts and unsolved questions in this fascinating field.
Quartic Gauss Sums Over Primes
Explore the intricacies of quartic Gauss sums over primes in this advanced mathematical lecture, delving into complex number theory and prime number properties.