The London Mathematical Society Program on MENTORING AFRICAN RESEARCHERS in MATHEMATICS at the University of NAMIBIA Academic Year 20202021 (grant holder: Letterio Gatto  UNAm Marm referent: Martin Mugochi) 
The aim of the project is to investigate the interdisciplinary connections among the algebra, geometry, physics and combinatorics of Higher Derivations on Exterior Algebras. 



HiDEA Seminar on 



Multiplying exterior powers by matrices 

by Ommolbanin
Behzad University of Isfahan August 3, 2021, 2:00 pm (Windhoek time) access via the zoom link: https://us02web.zoom.us/j/81783056071?pwd=RmtDMHpjSEZwUlR2VHVWZVpHc1BIQT09 

Abstract. The easiest example of an exterior power of a vector space is the vector space itself, corresponding to the first degree of its exterior algebra. We will show how an exterior power of K^{n} is a module over the Lie algebra of the K^{n×n} matrices. To this purpose, we will compute a generating function encoding for the usual multiplication of matrices by vectors and we shall indicated how to perform the same kind of computation for higher exterior powers by using the notion of Schubert derivation. The talk requires a minimum of prerequisites from multilinear algebra.  


Past 2020 Meetings 


Some References books  papers (to download) 



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