v2: abstract enlarged, a corollary added, acknowledgments added, one reference added, presentation improved; v3: two misprints correctedA simple recipe for generating a complete set of mutually unbiased bases in dimension (2j+1)**e, with 2j + 1 prime and e positive integer, is developed from a single matrix acting on a space of constant angular momentum j and defined in terms of the irreducible characters of the cyclic group C(2j+1). As two pending results, this matrix is used in the derivation of a polar decomposition of SU(2) and of a FFZ algebra
6 pagesSpin bases of relevance for quantum systems with cyclic symmetry as well as for quantum infor...
In our previous paper \cite{co1} we have shown that the theory of circulant matrices allows to recov...
After a brief review of the notion of a full set of mutually unbiased bases in an N-dimensional Hilb...
v2: abstract enlarged, a corollary added, acknowledgments added, one reference added, presentation i...
33 pages; version2: rescaling of generalized Hadamard matrices, acknowledgment and references added,...
summary:The present paper deals with mutually unbiased bases for systems of qudits in $d$ dimensions...
To be published in International Journal of Modern Physics B. - A paraître dans International Journa...
TheorieInternational audienceThe study of Mutually Unbiased Bases continues to be developed vigorous...
We show how to transform the problem of finding d+1 mutually unbiased bases in the d-dimensional Hil...
From a talk presented at the 13th International Conference on Symmetry Methods in Physics (Dubna, Ru...
This is a review of the problem of Mutually Unbiased Bases in finite dimensional Hilbert spaces, rea...
Abstract. This paper deals with bases in a finite-dimensional Hilbert space. Such a space can be rea...
three pages published in Acta Polytechnica (Czech Technical University in Prague)Two equivalent ways...
AbstractA collection of orthonormal bases for a complex d-dimensional Hilbert space is called mutual...
Two orthonormal bases in the d-dimensional Hilbert space are said to be unbiased if the square modul...
6 pagesSpin bases of relevance for quantum systems with cyclic symmetry as well as for quantum infor...
In our previous paper \cite{co1} we have shown that the theory of circulant matrices allows to recov...
After a brief review of the notion of a full set of mutually unbiased bases in an N-dimensional Hilb...
v2: abstract enlarged, a corollary added, acknowledgments added, one reference added, presentation i...
33 pages; version2: rescaling of generalized Hadamard matrices, acknowledgment and references added,...
summary:The present paper deals with mutually unbiased bases for systems of qudits in $d$ dimensions...
To be published in International Journal of Modern Physics B. - A paraître dans International Journa...
TheorieInternational audienceThe study of Mutually Unbiased Bases continues to be developed vigorous...
We show how to transform the problem of finding d+1 mutually unbiased bases in the d-dimensional Hil...
From a talk presented at the 13th International Conference on Symmetry Methods in Physics (Dubna, Ru...
This is a review of the problem of Mutually Unbiased Bases in finite dimensional Hilbert spaces, rea...
Abstract. This paper deals with bases in a finite-dimensional Hilbert space. Such a space can be rea...
three pages published in Acta Polytechnica (Czech Technical University in Prague)Two equivalent ways...
AbstractA collection of orthonormal bases for a complex d-dimensional Hilbert space is called mutual...
Two orthonormal bases in the d-dimensional Hilbert space are said to be unbiased if the square modul...
6 pagesSpin bases of relevance for quantum systems with cyclic symmetry as well as for quantum infor...
In our previous paper \cite{co1} we have shown that the theory of circulant matrices allows to recov...
After a brief review of the notion of a full set of mutually unbiased bases in an N-dimensional Hilb...