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TitleStochastic Analysis and Mathematical Physics II [electronic resource] : 4th International ANESTOC Workshop in Santiago, Chile / edited by Rolando Rebolledo
ImprintBasel : Birkhรคuser Basel : Imprint: Birkhรคuser, 2003
Connect tohttp://dx.doi.org/10.1007/978-3-0348-8018-3
Descript XI, 162 p. online resource

SUMMARY

The seminar on Stochastic Analysis and Mathematical Physics of the Caยญ tholic University of Chile, started in Santiago in 1984, has being followed and enlarged since 1995 by a series of international workshops aimed at proยญ moting a wide-spectrum dialogue between experts on the fields of classical and quantum stochastic analysis, mathematical physics, and physics. This volume collects most of the contributions to the Fourth Internaยญ tional Workshop on Stochastic Analysis and Mathematical Physics (whose Spanish abbreviation is "ANESTOC"; in English, "STAMP"), held in Sanยญ tiago, Chile, from January 5 to 11, 2000. The workshop style stimulated a vivid exchange of ideas which finally led to a number of written conยญ tributions which I am glad to introduce here. However, we are currently submitted to a sort of invasion of proceedings books, and we do not want to increase our own shelves with a new one of the like. On the other hand, the editors of conference proceedings have to use different exhausting and comยญ pulsive strategies to persuade authors to write and provide texts in time, a task which terrifies us. As a result, this volume is aimed at smoothly startยญ ing a new kind of publication. What we would like to have is a collection of books organized like our seminar


CONTENT

1 Quantum Boltzmann Statistics in Interacting Systems -- 1 Introduction -- 2 Quantum Boltzmann statistics for entangled operators -- 3 References -- 2 Interaction Representation Method for Markov Master Equations in Quantum Optics -- 1 Sufficient conditions for conservativity -- 2 A priori bounds -- 3 Structure of generators of MME in quantum optics -- 4 Examples -- 5 Discussion -- 6 References -- 3 A Stochastic Variational Principle for Burgers Equation and its Symmetries -- 1 Introduction -- 2 Variational problem -- 3 Stochastic first integrals -- 4 An integration by parts formula -- 5 References -- 4 Noncommutative Versions of Prohorov and Varadhan Theorems -- 1 Vague and narrow convergence of positive functionals -- 2 Noncommutative large deviations -- 3 References -- 5 Gaussian Domination and Bose-Einstein Condensation -- 1 Introduction -- 2 Some Historical Remarks -- 3 Model Systems -- 4 Gaussian Domination and its Application to the Study of Bose Systems -- 5 References -- 6 Quantum Markov Semigroups and their Stationary States -- 1 Introduction -- 2 Ergodic theorems -- 3 The minimal quantum dynamical semigroup -- 4 The existence of Stationary States -- 5 Faithful Stationary States and Irreducibility -- 6 The convergence towards the equilibrium -- 7 References -- 7 Exponential Decay for Perturbations of Pure Point Hamiltonians -- 1 Introduction -- 2 Absolutely continuous perburbations of pure point operators -- 3 Sojourn time and Spectral Entropy -- 4 References -- 8 Propagation of Chaos in Classical and Quantum Kinetics -- 1 Overview -- 2 Classical and Quantum Molecular Chaos -- 3 Classical Manifestations of the Propagation of Quantum Molecular Chaos -- 4 Acknowledgements -- 5 References -- 9 Imprimitivity Systems and Quantum Codes -- 1 Introduction -- 2 Imprimitivity systems and quantization of classical codes -- 3 Tensor products of imprimitivity system and quantum codes -- 4 References -- 10 Boson Fock Algebra on the Unit Ball of the d-Dimensional Complex Numbers -- 1 Introduction -- 2 Operators on the algebra A0 (Bd) -- 3 Introduction to Boson Fock space -- 4 Boson Fock space on the unit ball -- 5 References


Mathematics Probabilities Physics Quantum physics Quantum computers Spintronics Statistics Mathematics Probability Theory and Stochastic Processes Mathematical Methods in Physics Quantum Physics Quantum Information Technology Spintronics Statistics for Engineering Physics Computer Science Chemistry and Earth Sciences



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