Superpositions, Transition Probabilities and Primitive Observables in Infinite Quantum Systems

par Prof. Detlev BUCHHOLZ (Université de Göttingen)

jeudi 19 mars 2015, 14:15 → 15:15 Europe/Paris

Centre de conférences Marilyn et James Simons (IHES)

Concepts, familiar from pure states in quantum mechanics, such as "superposition" and "transition probability", are shown to be also meaningful for generic states in infinite systems, described by funnels of type I_{\infty} algebras. In the physically important case of states of Connes-von Neumann type III1, these concepts also have a physically significant operational interpretation in terms of primitive observables. (Joint work with Erling Störmer)

Notes de la conférence Buchholz.pdf