Construction Of A Non Gaussian And Rotation Invariant Phi 4 Measure And Associated Flow On Mathbb R 3 Through Stochastic Quantization


Download Construction Of A Non Gaussian And Rotation Invariant Phi 4 Measure And Associated Flow On Mathbb R 3 Through Stochastic Quantization PDF/ePub or read online books in Mobi eBooks. Click Download or Read Online button to get Construction Of A Non Gaussian And Rotation Invariant Phi 4 Measure And Associated Flow On Mathbb R 3 Through Stochastic Quantization book now. This website allows unlimited access to, at the time of writing, more than 1.5 million titles, including hundreds of thousands of titles in various foreign languages.

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Construction of a Non-Gaussian and Rotation-Invariant $Phi ^4$-Measure and Associated Flow on $mathbb {R}^3$ Through Stochastic Quantization


Construction of a Non-Gaussian and Rotation-Invariant $Phi ^4$-Measure and Associated Flow on $mathbb {R}^3$ Through Stochastic Quantization

Author: Sergio Albeverio

language: en

Publisher: American Mathematical Society

Release Date: 2025-05-29


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Coherent States


Coherent States

Author: John R. Klauder

language: en

Publisher: World Scientific

Release Date: 1985


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This volume is a review on coherent states and some of their applications. The usefulness of the concept of coherent states is illustrated by considering specific examples from the fields of physics and mathematical physics. Particular emphasis is given to a general historical introduction, general continuous representations, generalized coherent states, classical and quantum correspondence, path integrals and canonical formalism. Applications are considered in quantum mechanics, optics, quantum chemistry, atomic physics, statistical physics, nuclear physics, particle physics and cosmology. A selection of original papers is reprinted.

Black Holes in Higher Dimensions


Black Holes in Higher Dimensions

Author: Gary T. Horowitz

language: en

Publisher: Cambridge University Press

Release Date: 2012-04-19


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The first book devoted to black holes in more than four dimensions, for graduate students and researchers.