"Interpretation of Generalized Matrix Functions via Geometric Measure of Quantum Entanglement" by Haixia Chang

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Interpretation of Generalized Matrix Functions via Geometric Measure of Quantum Entanglement

International Journal of Quantum Information

Haixia Chang, Shanghai Finance University - China
Vehbi Emrah Paksoy, Nova Southeastern University
Fuzhen Zhang, Nova Southeastern University

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Document Type

Article

Publication Date

10-1-2015

Keywords

Generalized matrix function,
Quantum entanglement,
Geometric measure,
Irreducible character,
Permutation group,
Alternating group

Disciplines

Abstract

By using representation theory and irreducible characters of the symmetric group, we introduce character dependent states and study their entanglement via geometric measure. We also present a geometric interpretation of generalized matrix functions via this entanglement analysis.

Comments

DOI

10.1142/S0219749915500495

Citation Information

Haixia Chang, Vehbi Emrah Paksoy and Fuzhen Zhang. "Interpretation of Generalized Matrix Functions via Geometric Measure of Quantum Entanglement" International Journal of Quantum Information Vol. 13 Iss. 7 (2015) p. 1 - 9 ISSN: 0219-7499
Available at: http://works.bepress.com/fuzhen-zhang/164/