most citedDefining relations of invariants of two 3 \times 3 matrices

35 citations · 104 across the 9 of their papers we have counts for

collaborators

9 papers

math.RA200524 cited

Computing with matrix invariants

Vesselin Drensky

This is an improved version of the talk of the author given at the Antalya Algebra Days VII on May 21, 2005. We present an introduction to the theory of the invariants under the ac…

math.RA20052 cited

Generators of Invariants of Two Matrices

Vesselin Drensky, Liliya Sadikova

Over a field of characteristic 0, the algebra of invariants of several matrices under simultaneous conjugation by is generated by traces of products of generic m…

math.RA2005

Multiplicities in the trace cocharacter sequence of two matrices

Vesselin Drensky, Georgi K. Genov

We find explicitly the generating functions of the multiplicities in the pure and mixed trace cocharacter sequences of two matrices over a field of characteristic 0. We…

math.RA20051 cited

Defining Relations of Noncommutative Trace Algebra of Two Matrices

Francesca Benanti, Vesselin Drensky

The noncommutative (or mixed) trace algebra is generated by generic matrices and by the algebra generated by all traces of products of generic mat…

math.RA200425 cited

Constants of Weitzenböck derivations and invariants of unipotent transformations acting on relatively free algebras

Vesselin Drensky, C. K. Gupta

In commutative algebra, a Weitzenböck derivation is a nonzero triangular linear derivation of the polynomial algebra in several variables over a field of chara…

math.RA20041 cited

Multiplicities in the mixed trace cocharacter sequence of two matrices

Vesselin Drensky, Georgi K. Genov, Angela Valenti

We find explicitly the multiplicities in the (mixed) trace cocharacter sequence of two matrices over a field of characteristic 0 and show that asymptotically they behav…