[9] viXra:1902.0406 [pdf] submitted on 2019-02-25 03:49:20
Authors: Dariusz Gołofit
Comments: 8 Pages.
If we elimate an ordered subset from the ordered set, we will receive a subset od orderly character.
Category: Number Theory
[8] viXra:1902.0405 [pdf] submitted on 2019-02-25 03:54:25
Authors: Dariusz Gołofit
Comments: 12 Pages.
If we elimate an ordered subset from the ordered set, we will receive a subset od orderly character.
Category: Number Theory
[7] viXra:1902.0395 [pdf] replaced on 2022-01-27 07:08:56
Authors: Nicholas R. Wright
Comments: 7 Pages.
This proof identifies the three solutions to the three ABC-conjecture formulations. Given that the ABC-conjecture’s relevance to a slew of unsolved problems, other equations will be proven by inspection. Aside from the ABC conjecture, this proof will solve for a hypothetical Moore graph of diameter 2, girth 5, degree 57 and order 3250 (degree-diameter problem); the Collatz conjecture; and the Beal conjecture. Discussion and conclusion will review a unifying solution by spectral graph theory.
Category: Number Theory
[6] viXra:1902.0390 [pdf] replaced on 2019-03-16 21:21:15
Authors: ZhangAik, Leet_Noob
Comments: 2 Pages.
The elementary proof to the twin conjecture.
Category: Number Theory
[5] viXra:1902.0235 [pdf] submitted on 2019-02-13 05:23:19
Authors: Abdelmajid Ben Hadj Salem
Comments: 6 Pages. Submitted to the The Ramanujan Journal. Comments welcome.
In this paper, we consider the abc conjecture in the case c=a+1. Firstly, we give the proof of the first conjecture that c
Category: Number Theory
[4] viXra:1902.0200 [pdf] submitted on 2019-02-11 06:24:07
Authors: Faisal Amin Yassein Abdelmohssin
Comments: 2 Pages.
I claim that the sum of following distinct proper fractions [(1/2),(1/3),(1/6)] is the only triple of distinct proper fraction that sum to 1 {i.e. [(1/2)+(1/3)+(1/6)]=1}.
Category: Number Theory
[3] viXra:1902.0147 [pdf] replaced on 2019-05-03 15:42:36
Authors: Kenneth A. Watanabe
Comments: 9 Pages.
The Near-Square Prime conjecture, states that there are an infinite number of prime numbers of the form x^2 + 1. In this paper, a function was derived that determines the number of prime numbers of the form x^2 + 1 that are less than n^2 + 1 for large values of n. Then by mathematical induction, it is proven that as the value of n goes to infinity, the function goes to infinity, thus proving the Near-Square Prime conjecture.
Category: Number Theory
[2] viXra:1902.0106 [pdf] replaced on 2019-02-10 10:53:42
Authors: Algirdas Antano Maknickas
Comments: 2 Pages.
This remark gives analytical solution of Last Fermat's Theorem
Category: Number Theory
[1] viXra:1902.0040 [pdf] submitted on 2019-02-02 16:34:38
Authors: Abdelmajid Ben Hadj Salem
Comments: 9 Pages. A Complete proof of the abc conjecture using elementary calculus with numerical examples. Submitted to the Ramanujan Journal. Your comments are welcome.
In this paper, we consider the abc conjecture. Firstly, we give a proof of a first conjecture that c
Category: Number Theory