MATH-686 / 2 credits

Teacher: Wyss Dimitri Stelio

Language: English

Remark: Participants are required to solve exercices and present them in class during the whole semester.


Frequency

Every year

Summary

This course presents geometric constructions of irreducible representations of semi-simple Lie Algebras and their Weyl groups by means of Springer theory.

Content

Note

By the end of the course, the student must be able to understand basic concepts in geometric representation theory and solve concrete problems about representations of semi-simple algebraic groups.

Learning Prerequisites

Required courses

Some background in algebraic geometry, differential geometry and linear algebraic groups.

Resources

Bibliography

"Representation Theory and Complex Geometry" by N. Criss and V. Ginzburg.

In the programs

  • Exam form: During the semester (session free)
  • Subject examined: Introduction to geometric representation theory
  • Lecture: 28 Hour(s)

Reference week