Relativity and Cosmology

    

The Geometry of Space and Time

Authors: Benjamin Lesel

Time and space are clearly interconnected, but modern physics still struggles to unify their relationship to each other and quantum behavior. Here we demonstrate a plausible dimensional connection of time and space in our universe and the cosmos using a mathematically semi-classical and phenomenological approach. We show how quantum behavior applied to relativistic concepts could play a role in the overall geometry of both spacetime and the multiverse. By applying Newton’s laws with time as a spatial dimension and employing quantum degrees of freedom to the entire universe, a description of the geometric relationship of time, space and gravity is established. This information is leveraged to show how quantum behaviors at the largest scales outside our universe can be employed to gain a deeper understanding of the size of our universe over time, dark energy and the cosmological constant.

Comments: 10 Pages. Key Words: What is Mass, Multiverse Theory, Torus Field, What is Dark Energy, Cosmological Constant, Time as a Spatial Dimension, Time Acceleration

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Submission history

[v1] 2020-02-26 16:22:16

Unique-IP document downloads: 358 times

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