Measurement and Classical Regime in Quantum Mechanics

Constraints on spin observables coming from discrete symmetries such as P, C, T and identical particles may be divided in two types: 1) classical ones, which insure the invariance

Besides, a whole family of quantum fluid models were derived by several authors, based on the same entropy minimization principle: quantum Spher- ical Harmonic Expansion (QSHE)

Même chose pour la température du dialysat qui avait aussi un impact sur la tolérance hémodynamique, nous avions appliqué le même réglage à 37°pour tous les

field through the use of a non commutative algebra of operators generaliz- ing the algebra of classical observables on the corresponding classical phase space.. It

On the quasi-classical limit of the total scattering cross-section in nonrelativistic quantum mechanics.. Annales

distance between quantum states, was tested by applying it to some simple problems of relative statistical inference, the new information being provided. either by a

in classical and quantum statistical mechanics it suffices to postulate the grandcanonical distributions and that the other two, the canonical and the.. microcanonical, can

GENERAL CRITERIA FOR INFINITE SYSTEMS In the algebraic approach to quantum statistical mechanics : the observables are structured in the quasi-local C*-algebra