THE EVALUATION OF SPACE – TIME: SPACE – TIME IS LINEAR (STRAIGHT HORIZONTAL LINE) AT ABSOLUTE FREE SPACE WHERE AS SPACE – TIME IS NON – LINEAR (CURVATURE) IN THE PRESENCE OF MASSES AND / OR ENERGY

Authors:

Prasenjit Debnath,

DOI NO:

https://doi.org/10.26782/jmcms.2019.12.00008

Keywords:

Absolute free space,Astronomy,Space – time plane,Linear and Non – linear,Simulation,

Abstract

An ideal free space or an absolute free space is devoid of any mass and / or energy. According to scientific discovery on astronomy, an ideal free space or an absolute free space does not exist, thus, it is a theoretical abstraction only, can be taken as reference condition (an ideal condition) for evaluation of the nature of space – time. This paper focuses on the evaluation of space – time; space – time is linear (straight horizontal line at absolute free space) in space – time plane. Space – time is non – linear (a curvature) in space – time plane. A general space – time equation is proposed and its simulation results are analyzed with proper reasoning and conclusion is derived based on the theory proposed and simulation results outcome.

Refference:

I. Roger Penrose, “Cycles of Time”, Vintage Books, London, pp. 50-56.
II. Stephen Hawking, “The Beginning of Time”, A Lecture.
III. Stephen Hawking, “A Briefer History of Time”, Bantam Books, London, pp.
1-49.
IV. Stephen Hawking, “Black holes and Baby Universes and other essays”,
Bantam Press, London 2013, ISBN 978-0-553-40663-4
V. Stephen Hawking, “The Grand Design”, Bantam Books, London 2011
VI. Stephen Hawking, “A Brief History of Time”, Bantam Books, London 2011,
pp. 156-157. ISBN-978-0-553-10953-5
VII. Stephen Hawking, “The Universe in a Nutshell”, Bantam Press, London
2013, pp. 58-61, 63, 82-85, 90-94, 99, 196. ISBN 0-553-80202-X
VIII. Stephen Hawking, “A stubbornly persistent illusion-The essential scientific
works of Albert Einstein”, Running Press Book Publishers, Philadelphia,
London 2011.
IX. Stephen Hawking, “Stephen Hawking’s Universe: Strange Stuff Explained”,
PBS site on imaginary time.

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