YoVDO

Super Stable Maps of Genus Zero - Moduli Spaces and Normal Bundles

Offered By: Galileo Galilei Institute via YouTube

Tags

Moduli Space Courses Algebraic Geometry Courses Gromov-Witten Theory Courses Supergeometry Courses Deformation Theory Courses Enumerative Geometry Courses

Course Description

Overview

Save Big on Coursera Plus. 7,000+ courses at $160 off. Limited Time Only!
Explore the intricate world of algebraic geometry in this advanced lecture on super stable maps of genus zero. Delve into the complexities of moduli spaces and normal bundles as presented by Enno Kessler at the Galileo Galilei Institute. Gain insights into cutting-edge mathematical concepts and their applications in theoretical physics and string theory. Examine the properties of super stable maps, their role in understanding geometric structures, and the significance of normal bundles in this context. Engage with challenging mathematical ideas and expand your knowledge of advanced algebraic geometry over the course of this 74-minute presentation.

Syllabus

Enno Kessler: "Super Stable Maps of Genus Zero: Moduli spaces and Normal Bundles"


Taught by

Galileo Galilei Institute

Related Courses

Finite-Dimensional Representations of the Queer Lie Supergroup Q-N
Fields Institute via YouTube
Super Quantization
Fields Institute via YouTube
Shadow Sequences of Integers
Fields Institute via YouTube
Some Open Problems in the Geometry of Complex Supercurves
Fields Institute via YouTube
Cluster Algebra Structures from Decorated Super-Teichmüller Spaces
Fields Institute via YouTube