Seminário de Álgebra: Brazilian Algebraic Geometry Seminar - Aula 05
Explore advanced concepts in algebraic geometry through this Brazilian seminar, delving into complex mathematical theories and their applications.
Doutorado: Folheações Holomorfas - Aula 19
Explore holomorphic foliations in this advanced doctoral lecture, delving into complex mathematical concepts and theories in pure mathematics.
Superfícies de Riemann - Aula 24
Aprofunde-se na teoria das Superfícies de Riemann com o Professor Paulo Sad, explorando conceitos avançados e aplicações em geometria complexa e topologia algébrica.
Seminário de Álgebra: Geometria Algébrica Brasileira - Aula 04
Explore advanced concepts in algebraic geometry through this Brazilian seminar, delving into complex mathematical theories and their applications.
Superfícies de Riemann - Aula 22
Explore conceitos avançados de Superfícies de Riemann em nível de doutorado, aprofundando-se na teoria matemática complexa e suas aplicações.
Superfícies de Riemann - Aula 21
Aprofunde-se na teoria das Superfícies de Riemann com o Professor Paulo Sad, explorando conceitos avançados e aplicações em geometria complexa e topologia algébrica.
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.
Superfícies de Riemann - Aula 20
Aprofunde-se nas complexidades das Superfícies de Riemann nesta aula avançada de doutorado, explorando conceitos fundamentais e aplicações na geometria complexa.
Teoria de Hodge da Variedade de Fermat - Aula 18
Explore a Teoria de Hodge aplicada à variedade de Fermat, aprofundando-se em conceitos avançados de geometria algébrica e topologia.
MTC and Twisted Hilbert Spaces
Explore twisted Hilbert spaces and their applications in topology, including Jones polynomials, torsion, and Gromov-Witten invariants. Gain insights into advanced mathematical concepts and their interconnections.
Snappability and Singularity-Distance of Frameworks
Explore the measurement of snapping capability in frameworks using elastic strain energy density, and its connection to singular configurations. Insights on spatial structures included.
Sharp Fourier Restriction Theory Over Finite Fields
Explore recent developments in sharp Fourier restriction theory over finite fields, examining the intersection of two key areas in mathematical research.
Linear Spaces of Symmetric Matrices - SIAM SAGA Seminar
Explore linear spaces of symmetric matrices, their algebraic geometry, and applications in statistics and optimization with Bernd Sturmfels in this advanced mathematics seminar.
Universes as Bigdata- From Geometry, to Physics, to Machine-Learning
Explore the intersection of string theory, geometry, and machine learning in physics, examining how AI aids mathematical research across various fields.
Complex Dynamics and Character Varieties - Lecture 1
Explore complex dynamics and character varieties in mathematics, delving into advanced concepts and their applications in this comprehensive lecture.
From Matroids to Moduli Spaces
Explore the mathematical foundations of matroids and their applications in OSCAR software, focusing on hyperplane arrangements, particle physics, and algebraic geometry applications.
Tropical Vector Bundles and Matroids
Delve into advanced geometric concepts exploring toric vector bundles, matroids, and their tropical counterparts through classification, equivariant K-theory, and characteristic classes.
Introduction to Perverse Sheaves
Dive into the fundamental concepts and theoretical foundations of perverse sheaves with expert mathematician Mark Goresky, exploring advanced mathematical structures and their applications.
Spaces of Lorentzian Polynomials
Delve into advanced mathematical concepts exploring Lorentzian polynomials, their topology, and relationship with local Dressians, featuring insights on compactification and Tutte group connections.
Cohomologically Tropical Varieties and Mixed Hodge Structures
Delve into advanced geometric concepts exploring tropicalizations of torus subvarieties, focusing on Poincaré duality and mixed Hodge structures in relation to hyperplane arrangements.