# Seminars 10/11

**2010/2011 Seminars**

**August 17, 2011**

Kaplansky revisited: Truncation closed embeddings of valued fields in fields of generalized power series*Salma Kuhlmann, Universitaet Konstanz, Germany.*

**August 17, 2011**

Noncommutative rational functions and their difference-differential calculus*Victor Vinnikov, Ben Gurion University, Israel*

**July 27, 2011**

Growth functions of G-sets*Jonathan Lomond, MUN*

**March 30, 2011**

Symmetries of Elasticity Tensors and Resulting Equations of Motion*Michael A. Slawinski, MUN*

**March 16, 2011**

Decomposition of Matrices and Linear Transformations*Lu Wang, MUN*

**March 9, 2011**

Lie superautomorphisms of associative algebras*Yuri Bahturin, MUN*

**March 2, 2011**

On SAGBI bases of Lie algebras, II*Eugene Chibrikov, MUN*

**February 16, 2011**

On SAGBI bases of Lie algebras*Eugene Chibrikov, MUN*

**February 9, 2011**

Clean Index Rings*Yiqiang Zhou, MUN*

**January 19, 2011**

On the equivalence of Lie commutators*Alexey Gordienko, MUN*

**December 1, 2010**

The Dyson Constant Term Identity*Sergey Sadov, MUN*

**November 17, 2010**

An introduction to K-theory for operator algebras II*Zhuang Niu, MUN*

**November 10, 2010**

An introduction to K-theory for operator algebras II*Zhuang Niu, MUN*

**November 3, 2010**

Gradings on the exceptional Lie algebras F_4 and G_2*Mikhail Kotchetov, MUN*

**August 10, 2010**

Hayk Melikyan (North Carolina Central University) "New Variations on the Theme of Maximal Subalgebras"

**Abstract:**

The description of maximal subsystems of any algebraic system is an essential and important step toward the structural characterization of the system. In Lie Theory there are a number of well-known problems where the maximal subsystems play a crucial role.

In this talk we will discuss results and problems related to the classification of maximal sub-algebras in simple Lie algebras (superalgebras) over the fields of positive characteristics (which includes the classical simple Lie algebras and algebras (superalgebras) of Cartan type), and in-finite dimensional Lie algebras of Cartan over the field of characteristic zero.

**August 20, 2010**

The intersection problem of the finitely generated subalgebras in a free Lie algebra*Evgeny Chibrikov, MUN*

**August 12, 2010**

On cocharacters of Lie algebras with polynomial growth of identities*Alexey Gordienko, MUN*

**August 3, 2010**

A GAP Tutorial*Petr Vojtechovsky, University of Denver*