Topology of the cone of positive maps on qubit systems
M Miller, R Olkiewicz - arXiv preprint arXiv:1503.04283, 2015 - arxiv.org
An alternative, geometrical proof of a known theorem concerning the decomposition of
positive maps of the matrix algebra $ M_ {2}(\mathbb {C}) $ has been presented. The …
positive maps of the matrix algebra $ M_ {2}(\mathbb {C}) $ has been presented. The …
Topology of the cone of positive maps on qubit systems
M Miller, R Olkiewicz - Journal of Physics A Mathematical …, 2015 - ui.adsabs.harvard.edu
An alternative, geometrical proof of a known theorem concerning the decomposition of
positive maps of the matrix algebra {{M} 2}({C}) has been presented. The premise of the …
positive maps of the matrix algebra {{M} 2}({C}) has been presented. The premise of the …
[引用][C] Topology of the cone of positive maps on qubit systems
M Miller, R Olkiewicz - Journal of Physics A: Mathematical and …, 2015 - iopscience.iop.org
An alternative, geometrical proof of a known theorem concerning the decomposition of
positive maps of the matrix algebra ${{M} _ {2}}(\mathbb {C}) $
positive maps of the matrix algebra ${{M} _ {2}}(\mathbb {C}) $
Topology of the cone of positive maps on qubit systems
M Miller, R Olkiewicz - Journal of Physics. A, Mathematical and …, 2015 - inis.iaea.org
[en] An alternative, geometrical proof of a known theorem concerning the decomposition of
positive maps of the matrix algebra M 2 (C) has been presented. The premise of the proof is …
positive maps of the matrix algebra M 2 (C) has been presented. The premise of the proof is …