Upon General Relativity How GR emerges from the spinor algebras

Author: Hagendorf, Col

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BISAC Categories:
Physics | Relativity |

Description

This book is about the 4-dimensional space-time of our universe. From nothing more than the spinor algebras, we derive the existence and nature of our space-time. We explain why our space-time is 4-dimensional, why is has the distance function it has, why we have two types of 2-dimensional angles in our 4-dimensional space-time, and why we find intrinsic curvature in our space-time. We also derive tensor calculus, general relativity, and Riemann geometry from the spinor algebras. We also see classical electromagnetism emerge alongside general relativity. This book is a very easy and clearly presented introduction to tensor calculus. It is suitable to be read prior to, during, or after a course on general relativity and is a necessary supplement to that course.

More Details

Publisher Name	Createspace Independent Publishing Platform
Author Name	Hagendorf, Col
Format	Audio
Bisac Subject Major	SCI
Language	NG
Isbn 10	1516918630
Isbn 13	9781516918638
Target Age Group	min:NA, max:NA
Dimensions	00.92" H x 10.06" L x 14.00" W
Page Count	166

Author Details

Dennis Morris is at the forefront of research into the spinor algebras and how our universe emerges from those spinor algebras. He has spent some twenty years researching in this area of theoretical physics. Other books by Dennis Morris include, The Naked Spinor, The Physics of Empty Space, Complex Numbers The Higher Dimensional forms, Empty Space is Amazing Stuff, and The Nuts and Bolts of Quantum Mechanics.

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