Quantum probability and applications to the quantum theory of irreversible processes : proceedings of the international workshop held at Villa Mondragone, Italy, September 6-11, 1982 / L. Accardi, A. Frigerio and V. Gorini

Contents: Luigi Accardi, Some trends and problems in quantum probability (pp. 1–19); Robert Alicki, Scattering theory for quantum dynamical semigroups (pp. 20–31); C. Barnett, R. F. Streater and I. F. Wilde, Quantum stochastic processes (pp. 32–45); Ola Bratteli, On dynamical semigroups and compact group actions (pp. 46–61); Giulio Casati, Irreversibility and chaos in quantum systems (pp. 62–75); C. Cecchini, Noncommutative integration and conditioning (pp. 76–85); Ph. Combe, R. Rodriguez [Roger Rodriguez], M. Sirugue and M. Sirugue-Collin, Stochastic representation of thermal functionals (pp. 86–92); Claudio D'Antoni, Statistical independence of local algebras (pp. 93–102); Diego de Falco, On the problem of nonconfigurational observables in stochastic mechanics (pp. 103–112); R. Dumcke, Markovian limits of multitime correlation functions for open quantum systems (pp. 113–118);
Alberto Frigerio and Vittorio Gorini, On stationary Markov dilations of quantum dynamical semigroups (pp. 119–125); N. Gisin, A model of irreversible deterministic quantum dynamics (pp. 126–133); Francesco Guerra, Probability and quantum mechanics. The conceptual foundations of stochastic mechanics (pp. 134–145); D. Gutkowski and M. V. Valdes Franco, Kolmogorovian statistical invariants for the Aspect-Rapisarda experiment (pp. 146–152); A. S. Holevo [A. S. Kholevo], Covariant measurements and imprimitivity systems (pp. 153–172); R. L. Hudson and K. R. Parthasarathy [Kalyanapuram Rangachari Parthasarathy], Construction of quantum diffusions (pp. 173–198); Abel Klein, The analytic continuation of a Osterwalder-Schrader positive representation of the Euclidean group to a representation of the Poincare group (pp. 199–209); Pawel Kruszynski, Extensions of Gleason theorem (pp. 210–227); Burkhard Kummerer, Examples of Markov dilations over the 2×2 matrices (pp. 228–244); John T. Lewis and Hans Maassen, Hamiltonian models of classical and quantum stochastic processes (pp. 245–276);
Goran Lindblad, Quantum entropy and irreversibility (pp. 277–288); Denes Petz, Quantum ergodic theorems (pp. 289–300); G. M. Prosperi, The quantum measurement process and the observation of continuous trajectories (pp. 301–326); Guido A. Raggio, Generalized transition probabilities and applications (pp. 327–335); Norbert Riedel, Some remarks on quantum logics and ordered vector spaces (pp. 336–339); W. Schroder [Wolfgang Schroder], A hierarchy of mixing properties for noncommutative K-systems (pp. 340–351); Mauro Spera, Type and normality properties of some infrared representations (pp. 352–355); M. D. Srinivas, Quantum theory of continuous measurements (pp. 356–364); P. Vanheuverzwijn, On the implementability of certain positive maps (pp. 365–376); A. Verbeure, Energy versus entropy balance arguments in classical lattice systems (pp. 377–383); W. von Waldenfels, Ito solution of the linear quantum stochastic differential equation describing light emission and absorption (pp. 384–411).