Generation of bases with definite factorization for an n-qubit system and mutually unbiased sets construction
We propose a systematic procedure to construct all the possible bases with a definite
factorization structure (eigenstates of n commuting monomials constructed as products of …
factorization structure (eigenstates of n commuting monomials constructed as products of …
Complete sets of mutually unbiased operators in n-qudit systems
An explicit construction of all the possible sets of n commuting monomials for an n-qudit
system as well as an algorithm for the determination of their factorization are given here. The …
system as well as an algorithm for the determination of their factorization are given here. The …
Unextendible Sets of Mutually Unbiased Basis Obtained from Complete Subgraphs
We propose a method, based on the search and identification of complete subgraphs of a
regular graph, to obtain sets of Pauli operators whose eigenstates form unextendible …
regular graph, to obtain sets of Pauli operators whose eigenstates form unextendible …
Group-theoretical approach to the construction of bases in 2 n -dimensional Hilbert space
We propose a systematic procedure to construct all the possible bases with definite
factorization structure in 2 n-dimensional Hilbert space and discuss an algorithm for the …
factorization structure in 2 n-dimensional Hilbert space and discuss an algorithm for the …
Group-Theoretical Approach to the Construction of Bases in< img src="/get_item_image. asp? id= 16455689&img= FO_1_1. gif" align= absmiddle border= 0> …
We propose a systematic procedure to construct all the possible bases with definite
factorization structure in-dimensional Hilbert space and discuss an algorithm for the …
factorization structure in-dimensional Hilbert space and discuss an algorithm for the …