Derived Moduli Spaces of Hermitian-Einstein Connections
Explore advanced concepts in geometry and physics, focusing on derived moduli spaces of Hermitian-Einstein connections in this seminar by Dennis Borisov.
Isotrivial Lagrangian Fibrations of Compact Hyper-Kähler Manifolds
Explore a geometria de fibrações lagrangianas isotriviais em variedades hiperkähler compactas, incluindo tricotomia baseada na dimensão de Kodaira e busca por novos tipos de deformação.
Unlikely Intersections of Singular Foliations
Explore unlikely intersections of singular foliations in this advanced mathematics talk, delving into complex algebraic geometry and holomorphic foliation theory.
Positivity of Higher Exterior Powers of the Tangent Bundle
Explorez la positivité des puissances extérieures supérieures du fibré tangent. Approfondissez les notions de positivité, les classes de chaînes et les preuves mathématiques avancées.
Asymptotic Behaviour of Rational Curves
Explorez le comportement asymptotique des courbes rationnelles à travers une conférence mathématique approfondie présentée par Loïs Faisant au CIRM.
New Solution of a Problem of Kolmogorov on Width Asymptotics in Holomorphic Approximation
Explore new solutions to Kolmogorov's problem on width asymptotics in holomorphic functions, presented by Stéphanie Nivoche at a mathematics conference.
Doutorado: Folheações Holomorfas - Aula 16
Explore advanced concepts in holomorphic foliations with Dr. Jorge Vitório Pereira in this doctoral-level lecture, delving into complex mathematical theories and their applications.
Doutorado: Folheações Holomorfas - Aula 17
Explore advanced concepts in holomorphic foliations with Dr. Jorge Vitório Pereira in this doctoral-level lecture, delving into complex mathematical theories and their applications.
Teoria de Hodge: Hodge Loci - Aula 19
Explore Hodge loci in advanced mathematics, delving into complex algebraic geometry and Hodge theory concepts for doctoral-level understanding.
Designing with Complex Geometry - Class 5
Explore advanced 3D modeling techniques using plugins like Kangaroo 2 and Anemone. Learn to create vaults, cushions, and complex geometries through hands-on demonstrations and Q&A sessions.
Uniformization of Principal Bundles - Talk 8
Delve into advanced algebraic geometry concepts exploring uniformization maps, affine Grassmannians, and principal G-bundles over complex projective curves with expert Minh-Tâm Trinh.
Moduli of Calabi-Yau Manifolds and Mirror Symmetry
Delve into advanced mathematical concepts exploring Calabi-Yau manifolds and mirror symmetry theory through expert insights from Kyoto University's mathematics department.
The Search for a Theory of Everything – with Yang-Hui He
Explore the quest for a unified theory of everything, tracing its history from ancient astronomers to modern string theory and the interplay between physics, mathematics, and data.
Designing with Complex Geometry - Class 4
Explore advanced Grasshopper techniques including L-Systems, attractor points, vector lines, and fields. Learn to create complex geometries and enhance your parametric design skills.
Designing with Complex Geometry - Class 3
Explore advanced techniques in Grasshopper for creating complex geometries, including grids, cells, and surface morphing. Hands-on exercises reinforce learning and practical application of concepts.
Designing with Complex Geometry - Class 2
Explore advanced geometric design techniques, including curve types, point manipulation, mathematical expressions, and 3D transformations to create complex floral patterns.
A Brief History of Geometry III - The 19th Century - Sociology and Pure Mathematics
Explore the golden age of geometry in the 19th century, covering inversive, projective, non-Euclidean, and complex geometries. Understand key developments and their impact on modern mathematics.
The Miyaoka-Yau Equality for Pairs
Explore Miyaoka-Yau Equality for klt pairs, characterizing ball quotients through Chern classes. Gain insights into this advanced mathematical concept and its applications.
Special Lecture Series on Numerical Geometry - Tristan Collins
Explore complete Calabi-Yau metrics on Fano manifolds with singular divisors, focusing on two-component cases and discussing potential generalizations to more complex scenarios.
K-Stability of Fano Varieties
Explores K-stability of Fano varieties, connecting complex geometry and algebraic geometry. Discusses recent developments, including solved conjectures and the construction of a moduli space for Fano varieties.
Random Algebraic Dynamics in Complex Dimension 2
Explore dynamics of automorphism groups on projective surfaces, covering measure classification, orbit closures, and finite orbits. Techniques from geometry and dynamical systems are discussed.