Author(s)

Simone Camosso

Dipartimento di Matematica ed Applicazioni, Università degli studi di Milano Bicocca, Milano, Italia.

We assume that M is a phase space and H an Hilbert space yielded by a quantization scheme. In this paper we consider the set of all “experimental propositions” of M and we look for a model of quantum logic in relation to the quantization of the base manifold M. In particular we give a new interpretation about previous results of the author in order to build an “asymptotics quantum probability space” for the Hilbert lattice L(H).

Geometric Quantization, Quantum Logic, Hilbert Lattice, Poset, Trace

Camosso, S. (2017) Quantum Logic and Geometric Quantization. Journal of Quantum Information Science, 7, 35-42. doi: 10.4236/jqis.2017.71003.