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Regular version of the site

K3 Surfaces

2023/2024
Academic Year
ENG
Instruction in English
3
ECTS credits
Delivered by:
Faculty of Mathematics
Type:
Optional course (faculty)
When:
1, 2 module

Instructor

Course Syllabus

Abstract

"K3 surfaces have been extensively studied during the last decades of the previous century. The techniques used to understand their geometry include Hodge theory, lattice theory and homological algebra. One of the landmarks in the theory of K3 surfaces is the global Torelli theorem, asserting that two K3 surfaces are isomorphic if and only if they have isomorphic periods. There is also a derived version of the global Torelli theorem proved by Mukai and Orlov. In this course we will discuss the global Torelli theorem as well as its derived version. "