**Speaker**: Teja G.

**Date**: 13th February 2018 (Tuesday)

**Time**: 09:15 pm-10:15 pm

**Venue**: Lecture Hall I, Department of Mathematics

**Abstract**: I will start with an introduction to Lie algebras and present some examples like

,

,

etc and general classical Lie algebras of type

,

,

,

. Then I will discuss about root systems, bases for root systems, irreducible root systems and briefly mention some results on these. Finally, I will discuss about Dynkin diagrams and construction of root systems/bases for each type, with brief comments on the semisimplicity and simplicity of the classical Lie algebras.

**Prerequisites**: Elementary linear algebra

**Area**: Lie Algebras

**References**:

- Introduction to Lie Algebras and Representation Theory, by James E. Humphreys.

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