Concept
Irreducible representation
Related courses (33)
AR-225: History of architecture III/IV
The course investigates the global history of architecture and town planning between the 16th and 19th centuries, its architects and buildings, and highlights the theoretical, artistic and technical i
HUM-408: Industrial design I
Le cours propose d'expérimenter les spécificités du design industriel en confrontant les étudiant.e.s à la création d'un objet. Il s'agit d'un enseignement pratique dont le résultat est un objet fonct
PHYS-105: Advanced physics II (thermodynamics)
Ce cours présente la thermodynamique en tant que théorie permettant une description d'un grand nombre de phénomènes importants en physique, chimie et ingéniere, et d'effets de transport. Une introduc
MATH-319: Lie Algebras
On introduit les algèbres de Lie semisimples de dimension finie sur les nombres complexes et démontre le théorème de classification de celles-ci.
CS-308: Introduction to quantum computation
The course introduces the paradigm of quantum computation in an axiomatic way. We introduce the notion of quantum bit, gates, circuits and we treat the most important quantum algorithms. We also touch
CS-234: Technologies for democratic society
This course will offer students a broad but hands-on introduction to technologies of human self-organization.
AR-604: Introduction to research II
This course is an introduction to the methodological issues of scientific research. The objective is to help doctoral students conduct a scientifically robust research.
MATH-803: Young Algebraists' Conference 2021
The summer school comprises of two mini-courses with the following topics:
- Introduction to the modular representation theory of finite groups
- Schur-Weyl duality and categorification
MATH-686: Introduction to geometric representation theory
This course presents geometric constructions of irreducible representations of semi-simple Lie Algebras and their Weyl groups by means of Springer theory.
MATH-620(2): Topics in the theory of reductive algebraic groups, Lie algebras, and representation theory II
The topics addressed in this course are the structure theory of reductive algebraic groups, their associated Lie algebras, the related finite groups of Lie type, and the representation theory of all o