activity
20062026
most citedTensor Commutation Matrices and Some Generalizations of the Pauli Matrices

4 citations · 5 across the 3 of their papers we have counts for

collaborators

8 papers

quant-ph2026

A Relation Between the Chrestenson Operator, Weyl Operator Basis, and Kronecker-Pauli Operator Basis

Mickaya A. Razanaparany, Christian Rakotonirina

Within the framework of quantum theory, we review the Chrestenson operator, the Weyl operator basis, and the Kronecker-Pauli operator basis in -dimensional Hilbert spaces using…

math.GM2014★ 4 cited

Tensor Commutation Matrices and Some Generalizations of the Pauli Matrices

Christian Rakotonirina, Joseph Rakotondramavonirina

In this paper, some tensor commutation matrices are expressed in termes of the generalized Pauli matrices by tensor products of the Pauli matrices.

hep-ph2012★ 1 cited

Swap Operators and Electric Charges of Fermions

Christian Rakotonirina, Adolphe A. Ratiarison

Electric Charges operator (ECO) in phase space formulation, proposed by Zenczykowski, is expressed in terms of a swap operator, in some expressions for possible physical interpreta…

math.GM2011

On the tensor Permutation Matrices

Christian Rakotonirina

We show that two tensor permutation matrices permutate tensor product of rectangle matrices. Some examples, in the particular case of tensor commutation matrices, for studying some…

math-ph2009

A Study of the Dirac-Sidharth Equation

Raoelina Andriambololona, Christian Rakotonirina

The Dirac-Siddharth Equation has been constructed from the Siddharth hamiltonian by quantization of the energy and momentum in Pauli algebra. We have solved this equation by using…

math-ph2009

On the differential equation

Christian Rakotonirina

The Hamilton-Jacobi method which can be used for solving this equation has been presented. The solution of the equation suggests that there exist some second order linear ordinary…