• Programme
• Lectures

• Alain Aspect
• Thomas Bruns
• Bianca Dittrich
• Frank Krauss
• Ute Leidig
• Harald Lück
• Markus Müller
• Yvonne Pachmayer
• Ana Peón-Nieto
• Ulrich Schwarz
• Marc Schumann
• Team d-fine
• Team Sun
• Shannon Whitlock
• Sandro Wimberger

• Poster
• Schedule
• Venue
• Sponsors
• Organisers
• Former Courses

Algebraic Geometry for Physicists

Abstract:

The aim of this course is to provide an introduction to algebraic geometry for phycists. I will cover basic material, such as varieties, schemes, divisors, sheaves, and intersection theory, focusing on the motivations and examples rather than formal proofs. Time permitting, elliptic fibrations and CY manifolds and moduli spaces will also be studied.

Required background:

Linear Algebra as taught in physics curriculum, differential geometry at the level of a good General Relativity course