Low dimensional cohomologies of biparabolic subalgebras

Author:

Rakviashvili Giorgi1

Affiliation:

1. giorgi.rakviashvili@iliauni.edu.ge

Publisher

Tbilisi Centre for Mathematical Sciences

Subject

Geometry and Topology,Applied Mathematics,Analysis,Algebra and Number Theory

Reference10 articles.

1. [1] A. Camerona, V. E. Coll, M. Hyattc, Combinatorial index formulas for Lie algebras of seaweed type. Comm. in Algebra, 48(2020), 5430–5454.

2. [2] V. E. Coll, N. Mayers, N. Russoniello, The evolution of the spectrum of a Frobenius Lie algebra under deformation. [math. RA] 27 Aug 2020.

3. [3] V. Dergachev, A. Kirillov, Index of Lie algebras of seaweed types. J. Lie Theory. 10(2000), 331–343.

4. [4] A. Elashvili, G. Rakviashvili, On Regular Cohomologies of Biparabolic Subalgebras of sl (n). Bull. of the Georgian Acad. of Sciences, 10(2016), 10–13.

5. [5] N. Jacobson, Lie Algebras. New York, 1979.

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