Quasi Natural Representation Theory {First Edition}

Quasi Natural Representation Theory {First Edition} - Universal Philosophical

Paperback (25 Mar 2021)

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Publisher's Synopsis

Representation of the Environment around man has been a greatest problem for mankind from time immemorial. Optimal representations of the environment always helped him gain proper insight into the workings of the Universe and helped him model the Environment around him appropriately for his benefit of survival. To this end, the author develops a Novel Natural Representation Theory using Primes, the main development of this research being that Any Aspect Is Actually A Number And Vice-Versa. Noted philosopher and mathematician George Cantor, did say this in a passive sense, centuries earlier, that for every Physical Phenomena, there is a Mathematical Construct and vice-versa. In this book, the author was just able to prove Cantor's conjecture technically. The Volume 1 of this title covers basically the afore stated idea and the upcoming Volume 2 of this title covers all the Mathematical Tools necessary for Natural Representation of almost any aspect in terms of functions comprising of Primes and Prime Like Numbers. Also, the notion of Complement of any Number, Set is also presented.

Book information

ISBN: 9798728379812
Publisher: Independently Published
Imprint: Independently Published
Pub date:
Language: English
Number of pages: 56
Weight: 86g
Height: 229mm
Width: 152mm
Spine width: 3mm