Quasiprobability distributions have played an important role in the development of quantum mechanics from its beginnings. The Wigner functions and the phase-space formulation of quantum mechanics played and continue to play a crucial role in the development of quantum optics and continuous variable quantum information theory over the last few decades. This workshop will bring together physicists and mathematicians studying all aspects of the use of quasiprobabilities in quantum mechanics and quantum optics, as well as of their recent applications in quantum information theory and quantum metrology.

Topics that will be covered include:

• Nonclassicality witnesses, measures and monotones
• Entanglement witnesses, measures and monotones
• Gaussian and non Gaussian quantum optics
• Quantum metrology and parameter estimation
• Contextuality
• Weak measurement and weak values

Registration is closed.

Invited speakers

• Elizabeth AGUDELO (TU Wien)
• Laura ARES (Paderborn University)
• David ARVIDSSON-SHUKUR (Hitachi Cambridge Laboratory)
• Marco Barbieri (Università degli Studi Roma Tre)
• Nicolas CERF (Université Libre de Bruxelles)
• Ulysse CHABAUD (INRIA - ENS Paris)
• Stephan DE BIEVRE (Université de Lille)
• Nicole FABBRI (LENS Firenze)
• Giulia FERRINI (Chalmers University)
• Radim FILIP (Palacky University)
• Massimo FRIGERIO (Laboratoire Kastler Brossel)
• Eva-Maria GRAEFE (Imperial College London)
• Yi Li (Peking University)
• Anaelle HERTZ (Toronto)
• Andrew JORDAN (Rochester/Chapman)
• Stefano OLIVARES (Università degli Studi di Milano)
• Valentina PARIGI (LKB Sorbonne University, Paris)
• Saleh RAHIMI-KESHARI (Institute for Research in Fundamental Sciences)

Organizers:

Elizabeth Agudelo, Alessandro Ferraro, Giulia Ferrini, Matteo Paris

Sponsors: