Quantum Bio-Informatics V: 30 (QP-PQ: Quantum Probability and White Noise Analysis)

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Download preview PDF. Skip to main content. Advertisement Hide. Microscopic solutions of kinetic equations and the irreversibility problem. Authors Authors and affiliations A. Article First Online: 25 July This process is experimental and the keywords may be updated as the learning algorithm improves.

This is a preview of subscription content, log in to check access. CrossRef Google Scholar. Bogolyubov and N. Bogolyubov, Jr. Google Scholar. Arkeryd and C. Partial Diff. Pure Appl. DiPerna and P. Ha and S. Brilliantov and T. Press, Oxford, Zubarev and V.

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Microscopic solutions of kinetic equations and the irreversibility problem

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Maximum Entropy selection of solutions to Ill-posed Martingale Problems. Bernoulli, Vol. Zolotarev and V. Kalashnikov editors. Diffusion Processes associated to a Laser Model , with J. Retamal and C. Journal of Mathematical Physics 33, — Stochastic Analysis approach to the Laser model with J.

The role of Weak Topologies in Stochastic Mechanics Contribuciones en Prob. I, A Random Field approach to weak convergence of processes Paris, t. On Quantum Resonance Quantum Probability, vol. VIII, — Entropy Functionals in Quantum Probability. Changing time in the Functional Central Limit Theorem Zolotarev ed.


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