An analysis of completely positive trace-preserving maps on M2

By Mary Beth Ruskai, S. Szarek, Elisabeth M. Werner. 2002

325 citations recorded by the source corpus.

Subfields: Computational Theory and Mathematics, Geometry and Topology, Mathematical Physics

View Paper: https://www.semanticscholar.org/paper/b5eb07634f6099ceec94304193355fa8b3fe6acd

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Computational Theory and Mathematics

1. Mary Beth Ruskai
2. Teiko Heinosaari
3. Mário Ziman

In Geometry and Topology

1. Mary Beth Ruskai

In Mathematical Physics

1. Mary Beth Ruskai
2. Teiko Heinosaari
3. Mário Ziman

Citations in the corpus

• Entanglement Breaking Channels (2003, background): “Alternatively, one could also consider maps which are not EBT, but break particular types of entanglement.”
• The Mathematical Language of Quantum Theory: From Uncertainty to Entanglement (2012, background): “Without giving all the details we will state the necessary and sufficient conditions [124] for the complete positivity of D.”
• Quantum channels and memory effects (2012, unknown): “(King and Ruskai, 2001; Ruskai, 2003; Ruskai, Szarek, and Werner, 2002).”
• Qubit Entanglement Breaking Channels (2003, methodology): “The equivalence (A) ⇔ (B) was proved in [11] where it was also shown that both are equivalent to the condition that Υ ◦ Φ is CPT for all Υ in a set of entanglement witnesses and that Φ ◦ Υ is CPT if and only if Υ ◦ Φ is.”