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Date | May 31, 2023 |
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Speaker | 계승혁 |

Dept. | 서울대학교 |

Room | 129-301 |

Time | 17:00-18:30 |

We explain various convex cones of positive maps between matrix algebras including entanglement breaking, k-superpositive, completely positive, k-positive maps, and corresponding convex cones of bi-partite states through Choi matrices and duality.

We also exhibit an identity which connect composition and tensor product of linear maps, with which we recover various criteria in a unified framework. We also discuss several open questions on the inclusions between decomposability and k-positivity.

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