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History of 4 Arithmetic-Algebra Axioms// History of why negative-numbers never exist// Math Focus series, book 5

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Last revision was 22Jun2021. This was AP's 107th published book on science.

This is somewhat a history book of math on the subject of arithmetic axioms for which Old Math ignored, completely ignored. And by ignoring these four axioms, mathematics stagnated from 1800 to 2020 in multivariable calculus especially and in building up a hoax problem called the Riemann Hypothesis. So costly was that failure to recognize these four axioms that not only was the Riemann Hypothesis an unprovable statement, but that the Fundamental Theorem of Calculus could never be proven in Old Math with a geometry proof. I needed to write a entire whole book on just this topic for it affects both math and science in large part. To emphasize how critically important it is to have the primal axioms of arithmetic-algebra in logical order and correctness.

Cover The 10 Decimal Grid Numbers Coordinate System, all in 1st Quadrant Only for math has no negative numbers. And Descartes started the Coordinate System in 1637, as 1st Quadrant Only, with only one axis, not even two axes.

56 pages, Kindle Edition

Published April 1, 2020

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Archimedes Plutonium

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