6 citations · 11 across the 9 of their papers we have counts for
12 papers
- Colored graph algebras
Farrokh Razavinia
Following our previous works on -graph algebras and the associated Cuntz-Krieger graph families, in this paper we will try to have a look at the colored version of these struc…
A route to quantum computing through the theory of quantum graphs
Farrokh Razavinia
Based on our previous works, and in order to relate them with the theory of quantum graphs and the quantum computing principles, we once again try to introduce some newly developed…
Into Multiplier Hopf (-)Graph Algebras
Farrokh Razavinia
This paper is concerned with the structures introduced recently by the authors of the current paper concerning the multiplier Hopf -graph algebras and also the Cuntz-Krieger alg…
Structure and isomorphisms of quantum generalized Heisenberg algebras
Samuel A. Lopes, Farrokh Razavinia
In [14] we introduced a new class of algebras, which we named \textit{quantum generalized Heisenberg algebras} and which depend on a parameter and two polynomials . We hav…
Quantum generalized Heisenberg algebras and their representations
Samuel A. Lopes, Farrokh Razavinia
We introduce and study a new class of algebras, which we name \textit{quantum generalized Heisenberg algebras} and denote by , related to generalized Heisenber…
Polynomial automorphisms, quantization and Jacobian conjecture related problems
Alexei Kanel-Belov, Andrey Elishev, Farrokh Razavinia +2
The purpose of this review paper is the collection, systematization and discussion of recent results concerning the quantization approach to the Jacobian conjecture, as well as cer…