Research Catalog
Methods of bosonic path integrals representations : random systems in classical physics
- Title
- Methods of bosonic path integrals representations : random systems in classical physics / Luiz C.L. Botelho.
- Author
- Botelho, Luiz C. L.
- Publication
- New York : Nova Science Publishers, [2006], ©2006.
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Status | Format | Access | Call Number | Item Location |
---|---|---|---|---|
Text | Request in advance | QC174.17.P27 B68 2006 | Off-site | |
Not available - Please for assistance. | Text | Use in library | Off-site |
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Details
- Description
- xiv, 365 pages; 27 cm
- Subject
- Bibliography (note)
- Includes bibliographical references and index.
- Contents
- 1. Bosonic path integrals -- 2. Nelson's stochastic mechanics by means by Feynman path integrals -- 3. Feymman path-integrals for Brownian classical motions -- 4. (1 + 1)-dimensional Burger turbulence in the framework of Hopf-Cole transformation and Feynman trajectories path-integrals -- 5. Feynman-Wiener path integral representations for the quantum harmonic oscillator with time-dependent stochastic frequency : quantum Brownian motions and Navier-Stokes weakly turbulence -- 6. Some studies on functional integrals representations for fluid motion with random conditions -- 7. Statistics turbulence suppression by a strong magnetic field : a Feynman path integral argument -- 8. A non-linear diffusion equation, some existence and uniqueness results on weak solutions for random initial conditions and its path integral representation - a mathematical methods approach -- 9. The exact evaluation of the response function for wave propagation in random media : a functional integral approach -- 10. On the abstract method of integration for wave equation and some applications for wave physics -- 11. Feynman path-integral studies for quantum particles propagators interacting with environments -- 12. The quantum fractional dimensional Brownian motion : a path-integral study -- 13. Ohm's law : a Langevin path-integral study at classical and quantum W.K.B. regime -- 14. On the statistics of an ideal gas with mass fluctuations and the Boltzman ergodic theorem : the combined Boltzman-Tsallis statistics -- 15. The suppression of the quantum phenomena by an external strong white-noise magnetic field : a path integral argument -- 16. Domains of bosonic functional integrals and some applications to the mathematical physics of path integrals -- 17. Statistical turbulence on non-linear parabolic and hyperbolic equations : some mathematical methods results - complements for chapter VIII - -- 18. Some non-perturbative path integral studies of statistical Burger turbulence : strings and stochastic instantons configurations - complements for chapter VI - -- 19. On the ergodic theorem for some non - linear wave propagations - complements for chapters X and XIV -.
- ISBN
- 1594540195 (hardcover)
- LCCN
- 2004015031
- OCLC
- ocm55797917
- SCSB-5311700
- Owning Institutions
- Columbia University Libraries