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Quantization in Astrophysics, Brownian Motion, and Supersymmetry

By Smarandache, Florentin

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Book Id: WPLBN0002828540
Format Type: PDF eBook:
File Size: 6.41 MB
Reproduction Date: 8/6/2013

Title: Quantization in Astrophysics, Brownian Motion, and Supersymmetry  
Author: Smarandache, Florentin
Language: English
Subject: Non Fiction, Education, Astrophysics
Collections: Authors Community, Science
Publication Date:
Publisher: World Public Library
Member Page: Florentin Smarandache


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Smarandacheitor, B. F., & Christiantoitor, V. (Eds.). (2013). Quantization in Astrophysics, Brownian Motion, and Supersymmetry. Retrieved from

The present book discusses, among other things, various quantization phenomena found in Astrophysics and some related issues including Brownian Motion. With recent discoveries of exoplanets in our galaxy and beyond, this Astrophysics quantization issue has attracted numerous discussions in the past few years. Most chapters in this book come from published papers in various peer-reviewed journals, and they cover different methods to describe quantization, including Weyl geometry, Supersymmetry, generalized Schrödinger, and Cartan torsion method. In some chapters Navier-Stokes equations are also discussed, because it is likely that this theory will remain relevant in Astrophysics and Cosmology While much of the arguments presented in this book are theoretical, nonetheless we recommend further observation in order to verify or refute the propositions described herein. It is of our hope that this volume could open a new chapter in our knowledge on the formation and structure of Astrophysical systems.

The present book is also intended for young physicist and math fellows who perhaps will find the arguments described here are at least worth pondering.

Abstract We explore Yang’s Noncommutative space-time algebra (involving two length scales) within the context of QM defined in Noncommutative spacetimes and the holographic area-coordinates algebra in Clifford spaces. Casimir invariant wave equations corresponding to Noncommutative coordinates and momenta in d-dimensions can be recast in terms of ordinary QM wave equations in d + 2-dimensions. It is conjectured that QM over Noncommutative spacetimes (Noncommutative QM) may be described by ordinary QMin higher dimensions. Novel Moyal-Yang-Fedosov-Kontsevich star products deformations of the Noncommutative Poisson Brackets are employed to construct star product deformations of scalar field theories. Finally, generalizations of the Dirac-Konstant and Klein-Gordonlike equations relevant to the physics of D-branes and Matrix Models are presented.


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