De Li Gao
Quantum teleportation and superdense coding are fundamental protocols in quantum information theory. They together describe the resource trade-off between quantum communication and classical communication when assisted with remote entanglement. In terms of operator spaces, teleportation and superdense coding are interpreted as that $S_1^d$ and $l_1^{d^2}$ are completely embedded into the matrix level of each other. In this talk, I will discuss the lifted embedding of their C_-envelopes--Brown algebra and free group C_-algebra. It gives strong connections between these two kinds of universal C*-algebras, and also has applications in quantum correlation sets. This is a joint work with Marius Junge.
De Li Gao
De Rolf Gohm
De Aurelian Gheondea
De Ignacio Villanueva
De Michael Brannan
De Douglas Farenick
De David Pérez-García
De Yoshiko Ogata
De Runyao Duan
De Edward Effros
De Hiroyuki Osaka
De Fumio Hiai
De Magdalena Musat
De Nicholas LaRacuente
De Dan Voiculescu
De Aram Harrow
De Seung-Hyeok Kye
De Albert Schwarz
De Amine Marrakchi
De Juan Camilo Arosemena Serrato
De Albert Schwarz
De Juan Camilo Arosemena Serrato
De Francesca Arici
De Amine Marrakchi
