Prespacetime Journal Volume 6 Issue 6 Accelerated Frame, Causal Relationships and Geometry in Gravitation |
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Author:
| Dream, Quantum |
Series title: | Prespacetime Journal Ser. |
ISBN: | 978-1-5146-2801-0 |
Publication Date: | May 2015 |
Publisher: | CreateSpace Independent Publishing Platform
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Book Format: | Paperback |
List Price: | USD $14.90 |
Book Description:
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Prespacetime Journal ("PSTJ," http://www.prespacetime.com) is a publication in which physicists, mathematicians and other learned scholars publish their research results and express their views on the origin, nature and mechanism of spacetime and its possible connection to a prespacetime. It is also a journal where all learned scholars can present their models and experimental results on elemental particles, fundamental forces including gravity and related topics.This is PSTJ Volume 6...
More DescriptionPrespacetime Journal ("PSTJ," http://www.prespacetime.com) is a publication in which physicists, mathematicians and other learned scholars publish their research results and express their views on the origin, nature and mechanism of spacetime and its possible connection to a prespacetime. It is also a journal where all learned scholars can present their models and experimental results on elemental particles, fundamental forces including gravity and related topics.This is PSTJ Volume 6 Issue 6 first published in May 2015. It is entitled "Accelerated Frame, Causal Relationships & Geometry in Gravitation" and contains following articles: (1) Rindler Frames with dg/dt >0, Unruh Radiation and RG Flow; (2) An Interpretation of the Standard Model & General Relativity as the Behavior of a Network of Causal Relationships; (3) Geometry and Physic in Gravitation Theory; (4) The Relation between U-matrix and M-matrices; (5) Maxwell, Lanczos & Weyl Spinors; (6) Kantowski-Sachs Bulk Viscous String Cosmological Models in f(R, T) Theory of Gravity; (7) FRW Closed Bulk Viscous Cosmological Model in General Scalar Tensor Theory of Gravitation; (8) Bulk Viscous String Cosmological Models in Lyra Geometry; (9) Einstein Spaces of Class One; and (10) Lanczos Polynomials.