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Dorsal-ventral precuneus gradients organise large-scale networks and track consciousness level
Lu D +7 more
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Positive Linear Maps on C*-Algebras
The objective of this paper is to give some concrete distinctions between positive linear maps and completely positive linear maps on C*-algebras of operators.Herein, C*-algebras possess an identity and are written in German type . Capital letters A, B, C stand for operators, script letters for vector spaces, small letters x, y, z for vectors. Capital
Man-Duen Choi
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Strong Morita Equivalence for Completely Positive Linear Maps on $$C^*$$-Algebras [PDF]
We will introduce the notion of strong Morita equivalence for completely positive linear maps and study its basic properties. Also, we will discuss the relation between strong Morita equivalence for bounded C∗ -bimodule linear maps and strong Morita ...
Kazunori Kodaka
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A family of indecomposable positive linear maps based on entangled quantum states
We introduce a new family of indecomposable positive linear maps based on entangled quantum states. Central to our construction is the notion of an unextendible product basis.
Barbara M Terhal
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Positive Linear Maps and Spreads of Matrices
The American Mathematical Monthly, 2014The farther a normal matrix is from being a scalar, the more dispersed its eigenvalues should be. There are several inequalities in matrix analysis that render this principle more precise.
Rajendra Bhatia, Rajesh Sharma
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Linear mappings preserving the completely positive rank
European Journal of Combinatorics, 2023zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Operator Inequalities for Positive Linear Maps
2021The main purpose of this chapter is to select the main results on squaring reverse arithmetic-geometric mean operator inequality and the reverse Ando’s operator inequality. We gathered the most important topics that showed the essential techniques to squaring operator inequalities and their p-power.
Mohammad Bagher Ghaemi +3 more
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A Class of Linear Positive Maps in Matrix Algebras II
Open Systems & Information Dynamics, 2004We provide a class of linear trace preserving positive maps on matrix algebras which is a generalization of that in [7]. A systematic construction by means of spectra of generators of SU (n) is discussed.
Gen Kimura, Andrzej Kossakowski
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