CONFIRMATION OF THE BINARY GOLDBACH CONJECTURE BY AN ELEMENTARY SHORT PROOF

Authors

  • Mohammed Ghanim Author

Keywords:

prime integer, prime-counting function, Goldbach conjecture, supremum, continuity, upper semicontinuity, 2010 Mathematics Subject Classification, A 11 xx (Number theory).

Abstract

I have proved in [3], on May 2018, the Goldbach (1690-1764) binary conjecture, remained open since 1742, saying that any even integer greater than 4 is the sum of two prime integers , by using the Schoenfeld (1920-2002) inequality [9] showed by myself, on April 2017, in [4]. Now I confirm the Goldbach conjecture by using, essentially, some topological properties of the Integer part function

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Published

2021-06-05

Issue

Vol. 8 No. 6 (2021)

Section

Articles

How to Cite

CONFIRMATION OF THE BINARY GOLDBACH CONJECTURE BY AN ELEMENTARY SHORT PROOF. (2021). Global Journal of Advanced Engineering Technologies and Sciences, 8(6), 1-7. https://gjaets.com/index.php/gjaets/article/view/16