arXiv:math/0406136 Abstract

arXiv:math/0406136 [math.FA]Abstract References Reviews Resources

Tsallis relative operator entropy in mathematical physics

Published 2004-06-08, updated 2010-03-26Version 2

Tsallis relative operator entropy is defined as a parametric extension of the relative operator entropy. Some properties of the Tsallis relative operator entropy are investigated. Also some operator inequalities related to the Tsallis relative operator entropy are shown.

Comments: The updated version has already been appeared in math/0502338 and it was published from Linear Algebra and its Applications.

Categories: math.FA, math-ph, math.MP

Subjects: 47A63, 94A17, 15A39

Keywords: tsallis relative operator entropy, mathematical physics, parametric extension, properties

Related articles: Most relevant | Search more

arXiv:1707.02527 [math.FA] (Published 2017-07-09)

Some Properties of Accretive Operators in Linear 2-Normed Spaces

P. K. Harikrishnan, K. T. Ravindran

arXiv:1506.05237 [math.FA] (Published 2015-06-17)

Diameter 2 properties and convexity

Trond A. Abrahamsen, Peter Hájek, Olav Nygaard, Jarno Talponen, Stanimir Troyanski

arXiv:math/0212096 [math.FA] (Published 2002-12-06, updated 2003-04-22)