Scattering Amplitudes, Multi-variate Residues and Valuated Matroids
Delve into scattering amplitudes, exploring multi-variate residues on Grassmannians and moduli spaces. Uncover connections between physical problems and geometric combinatorics.
Grassmannians and Discrete KP Flows
Explore Grassmannians and discrete KP flows, clarifying their relationship and integration with continuous hierarchies. Gain insights into recent developments in this mathematical field.
Allen Knutson- Schubert Calculus and Quiver Varieties
Explore Schubert calculus, quiver varieties, and their connections through puzzle rules, Yang-Baxter equations, and representation theory in this advanced mathematics lecture.
Moduli of Bundles in Low Genus, Coble Hypersurfaces and Degeneracy Loci
Explore the geometry of moduli spaces for semistable bundles, focusing on Coble hypersurfaces and their connections to Abelian varieties, K3 surfaces, and cubic fourfolds.
Introduction to Cluster Algebras - Part 1
Explore cluster algebras, quivers, and mutation through examples, with a focus on the Grassmannian. Gain insights into this fundamental algebraic structure and its applications.
The Nil-Brauer Category - Categorification and Applications
Exploration of the nil-Brauer category, its relation to quantum groups, and applications in categorification and Soergel bimodules, presented by Jonathan Brundan at IPAM's workshop.
Schubert Problems of Types A and C in Macaulay2
Explore Schubert problems in types A and C using Macaulay2, focusing on computational approaches in enumerative geometry and algebraic combinatorics.
Moduli Spaces of Weighted Pointed Stable Curves and Grassmannians G_n,2
Explore moduli spaces of weighted pointed stable curves and their connections to Grassmannians G_n,2 in this advanced mathematics talk by Svjetlana Terzic from the University of Montenegro.
On Integral Cohomology of Weighted Grassmann Orbifolds
Explore integral cohomology of weighted Grassmann orbifolds in this advanced mathematics talk, delving into complex topological structures and their properties.
Topology of the 2-Loop Amplituhedron
Explore the intricate topology of the 2-loop amplituhedron, delving into advanced concepts in theoretical physics and mathematical structures.
Cluster Algebras and the Amplituhedron - Definition - Lecture 1
Explore cluster algebras and the amplituhedron definition with Lauren K. Williams in this advanced mathematics conference talk from CIRM's Audiovisual Mathematics Library.
Integration on Grassmannians and Deformed Monotone Hurwitz Numbers
Explore integration on Grassmannians and deformed monotone Hurwitz numbers in this advanced mathematical lecture by Norman Do, delving into complex geometric and probabilistic concepts.
Full Set of Invariants Characterizing Sp(n)-Orbits in Real Grassmannians GR(k, 4n)
Explore invariants characterizing Sp(n)-orbits in real Grassmannians GR(k, 4n), focusing on Hermitian quaternionic structures, isoclinic subspaces, and canonical I-decomposition.
Gröbner Objects in Schubert Calculus
Explore Gröbner objects and their applications in Schubert calculus, delving into advanced algebraic geometry concepts.
T-Shift on Reduced Plabic Graphs and Legendrian Weaves
Explorez les T-shifts sur les graphes plabiques réduits et les tissages légendrien pour interpréter topologiquement la structure de cluster des strates positroïdes du grassmannien.
Newton-Okounkov Bodies and Minimal Models for Cluster Varieties
Explore Newton-Okounkov bodies construction for line bundles on cluster variety minimal models, with applications to Grassmannians and flag varieties. Examine connections to representation theory polytopes.
The Deep Locus of Cluster Varieties
Explore the deep locus of cluster varieties, focusing on finite types with full rank and specific infinite types. Gain insights into applications for homological mirror symmetry of Grassmannians.
Canonical Grothendieck Polynomials with Free Fermions
Explore canonical Grothendieck polynomials using free fermions, generalizing Schur functions and deriving identities through matrix elements and Wick's theorem.
Mirror Symmetry and Big Algebras in the Hitchin System
Explore mirror symmetry, Hitchin systems, and algebraic structures in representation theory. Discover connections between equivariant cohomology, Kirillov algebras, and affine Schubert varieties.
The Amplituhedron from Fibrations of Fibrations
Explore the intricate mathematical concept of the Amplituhedron through advanced fibration techniques in this theoretical physics lecture.
Сагайдачні многовиди - Лекція 1
Dive into the mathematical world of Nakajima quiver varieties, exploring their construction, relationship with self-duality equations, and examining the Grassmannian example in theoretical physics.