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Moduli Superspaces | BIMSA AG Seminar

Abstract In this talk l want to show that the theory of moduli spaces of stable curves and stable maps hasan interesting supergeometric generalization. Using the component field formalism we will

A Betti stratification of apolar ideals to quaternary quartics, ll

Abstract In the second of two lectures,l am going to draw people's attention to the`geometry of syzygies". We begin with a research problem from geometry: Findingall Gorenstein Calabi-Yau varieties...

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Supergeometry and Super Riemann Surfaces

Abstract Supergeometry is an extension of geometry to include dimensions with anti-commutingcoordinates as motivated by high energy physics. In this talk, l wil give an introduction

Homogeneity pursuit in ranking inferences based on pairwise comparison data

Abstract The Bradley-Terry-Luce (BTL) model is one of the most celebrated models for ranking inferences based on pairwise comparison data, which associates individuals with latent preference scores

Seminar on QFT and Geometry | Topological Twisted Indices from 3-manifolds

Abstract: For a smooth projective variety X over C , the global sections of the symmetric algebra of the tangent bundle form a C-algebra S(X) , which has been little studied up to now. I will use

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Gelfand-Fuchs cohomology for affine superspaces A m,n

Speaker IntroI  have MSc degree in Applied Math / Computer Science from St. Petersburg IFMO and PhD inpure mathematics from Yale University. From 2014 to 2022 l held postdoctoral an

国际数学日特辑 | Playing with Math

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