Mathematical Aspects in Current Quantum Information Theory (MAQIT)

Mathematical Aspects in Current Quantum Information Theory (MAQIT)
Febuary 16 (Tuesday), 2016

09:00 - 10:30

Erling St┆rmer: Separable states and the structural physical approximation of a positive map

Marcin Marciniak: New examples of exposed positive maps

11:00 - 12:30

Marek Miller: Positive maps on low dimensional matrix algebras

Wai-Shing Tang / Yu Yang: A decomposition theorem for k-positive linear maps on matrix algebras

LUNCH

14:00 - 15:30

Frederic Shultz: Variations on the Choi matrix in determining complete positivity

Arvind: Enhancing the entanglement detection power of positive map

16:00 - 17:30

Jeong San Kim: Strong monogamy of multi-party quantum entanglement

Lin Chen: Recent progress on the distillability problem