CORDIS Project
Funding breakdown and partner intelligence are Premium
Sign in and upgrade to Premium for EU contribution totals, consortium analytics, OpenAlex research context, and AI summaries. · 0 consortium intelligence fields visible of 1
Start free • Cancel anytime • 14-day refund guarantee
This project investigates the derived categories of coherent sheaves on varieties, focusing on their applications in algebraic geometry and String Theory. It aims to enhance understanding of B-branes and their associated categories within the context of Gauged Linear Sigma Models and Artin stacks.
Derived categories of coherent sheaves on a variety are a fundamental tool in algebraic geometry.
They also arise in String Theory, as the category of B-branes in a quantum field theory whose target space is the variety.
This connection to physics has been extraordinarily fruitful, providing deep insights and conjectures.
An Artin stack is a sophisticated generalization of a variety, they encode the idea of equivariant geometry. A simple example is a vector space carrying a linear action of a Li…
Partner organizations (coordinator is shown above), with normalized type and CORDIS activity type. Guests see up to 4 partners.
Similar projects, consortium collaboration history, frequent partners, and OpenAlex research context.
Guests see up to 5 EuroSciVoc fields.
Guests see up to 5 topics.
Guests see up to 5 keywords.
