Mathematics 534, section 101. Lie Theory I. September - December 2013.

Student projects

Ado's Theorem, by Shamil Asgarli.

Complex reductive algebraic groups, by Maxime Bergeron.

Lia algebra cohomology, by Juan Camilo Fiallo Rodriguez.

Cartan and Iwasawa decompositions in Lie Theory, by Jana Subhajit.

Trace forms of Galois extensions in the presence of roots of unity, by Se Hwan Kim.

A proof of Borel-Weil-Bott theorem, by Man Shun Ma.

Formal groups by Myrto Mavraki.

Lie algebra homology and cohomology, by Shen-Ning Tung.

Compact forms of real semisimple Lie groups and algebras, by Bernardo Villarreal-Herrera.