
Explore non-Kähler manifolds through mapping tori in this advanced mathematics lecture, delving into special geometric structures, Lie group actions, and their connections to various mathematical fields.

Explore advanced geometric structures on complex manifolds, focusing on special holonomy and its connections to various mathematical fields and theoretical physics.

Explore Killing and Ricci-Hessian equations in (pseudo)Kähler geometry. Delve into special holonomy, complex manifolds, and their connections to various mathematical fields and theoretical physics.

Explore advanced topics in differential geometry, including special holonomy, complex manifolds, and their connections to various mathematical fields and theoretical physics.

Explore SU(2)-structure flows in complex manifolds, delving into special holonomy and geometric structures. Gain insights into differential geometry's connections with complex geometry, physics, and symplectic geometry.

Explore integral conditions for first integrals in analytic deformations of complex saddle singularities. Gain insights from expert Víctor Arturo Martínez León in this advanced mathematics lecture.

Explore local holomorphic dynamics in this advanced mathematics lecture, part of the Brazil-France School on Foliation Theory. Delve into complex analysis and dynamical systems.

Explore Fano manifolds and Lefschetz defect in algebraic geometry. Delve into advanced concepts with expert Cinzia Casagrande in this comprehensive mini-course from the V Latin American School of Algebraic Geometry.

Explore surfaces with Wahl singularities and their applications in algebraic geometry. Gain insights from expert Giancarlo Urzúa in this comprehensive lecture from the V Latin American School of Algebraic Geometry.

Explore cutting-edge research on holomorphic foliations and algebraic geometry. Engage with experts, foster collaborations, and delve into topics like Fano 3-folds, logarithmic foliations, and curve singularities.

Explore higher dimensional Fano varieties in algebraic geometry. Delve into advanced concepts and recent developments in this field with expert insights from UCLA researcher Joaquín Moraga.

Explore higher dimensional Fano varieties in this advanced algebraic geometry lecture. Delve into complex mathematical concepts and theories presented by expert Joaquín Moraga from UCLA.

Explore surfaces with Wahl singularities and their applications in algebraic geometry. Gain insights from expert Giancarlo Urzúa in this advanced mathematics lecture from the V Latin American School of Algebraic Geometry.

Explore surfaces with Wahl singularities and their applications in algebraic geometry. Gain insights from expert Giancarlo Urzúa in this advanced mathematics lecture from the V Latin American School of Algebraic Geometry.

Explore tournaments on root systems in discrete probability and statistics. Engage in collaborative research, minicourses, and open problem sessions at IMPA's month-long extended program for mathematicians.

Explore degrees of foliation space components via P1xP1 pullbacks. Dive into advanced algebraic geometry and holomorphic foliation theory with expert Viviana Ferrer.

Explore advanced concepts in foliation theory and algebraic geometry, focusing on fiberwise criteria for forms of algebras. Gain insights from renowned mathematician Arturo Pianzola.

Explore cutting-edge research on holomorphic foliations and algebraic geometry. Gain insights from experts on moduli problems, birational geometry, and their interactions in complex mathematics.

Explore character varieties of tangles and singular instanton homology. Investigate Lagrangian Floer theory for knot study, examining tangle sums and their implications for knot invariants.

Explore Z/p-equivariant symplectic cohomology and its Gysin sequence, connecting S^1 and Z/p versions. Discover applications to Seidel's conjecture on localized S^1-equivariant symplectic cohomology.

Explore coproduct structures in Floer theory and string topology, including a new structure on symplectic cohomology of Liouville manifolds, with computational examples.