Schubert Problems of Types A and C in Macaulay2

Offered By: Fields Institute via YouTube

Course Description

Overview

Save Big on Coursera Plus. 7,000+ courses at $160 off. Limited Time Only!

Explore Schubert problems of types A and C using Macaulay2 in this 37-minute lecture by Christopher (C.J.) Bott from Texas A&M University. Delve into enumerative geometry concepts and learn how to apply computational techniques to solve complex mathematical problems. Gain insights into the application of Macaulay2 software for analyzing Schubert calculus in different algebraic types. This talk, part of the Fields Institute's enumerative geometry series, offers a valuable opportunity to enhance your understanding of advanced mathematical concepts and their computational implementations.

Syllabus

Schubert problems of types A and C in Macaulay2

Taught by

Fields Institute

Related Courses

Enumerative Geometry and the Quantum Torus
IMSA via YouTube Homological Mirror Symmetry - DT Invariants & Holomorphic Curves
IMSA via YouTube Quivers, Curve Counting, and Fermionic Sums in Topology
IMSA via YouTube Brauer Groups, Twisted Derived Categories, and Hodge Theory
Hausdorff Center for Mathematics via YouTube Universally Counting Curves in Calabi-Yau Threefolds
IMSA via YouTube