Research on an Even Number Which Minus 2 Can be Exactly Divided by 6 Can be Expressed as the Sum of Several Sets of Two Prime Numbers
DOI: 10.23977/tracam.2024.040112 | Downloads: 1 | Views: 76
Author(s)
Yichun Xiao 1
Affiliation(s)
1 Derun Pharmacy, Dezhou, Shandong, 251507, China
Corresponding Author
Yichun XiaoABSTRACT
Using a 0 to N3 segment XB number axis to move two number axis units to the right and then overlap with a 0 to N3 segment XA number axis in the same direction, it's found that the overlapping number axis points of the two prime numbers are a set of twin prime numbers, and the law of twin prime numbers smaller than N3. Then, using the two XA number axes of the same length with them to overlapped in the opposite direction, it is found that the overlapping axis points of the twin primes are P ( 1,1 ), which is the twin primes of N3, which proves that N3 can also be expressed as the sum of several groups of two primes. Comparing the two overlapping number axes, it is found that the XA\XA′ overlapping number axes are symmetrical, and it is found that prime numbers that make 6Pa exactly divide (N3-2Pa) or 6Pb exactly divide ((N3+2Pb) can also increase the table method number of P(1,1) prime pairs of N3, which proves that the number of P ( 1,1 ) primes of N3 to the table group is about equal to or more than half of the number of twin primes which is smaller than N3.
KEYWORDS
An Even Number Which Minus 2 Can Be Exactly Divided By 6, P(1, 1) Prime Pairs, Twin Prime Number, Overlapping Number AxesCITE THIS PAPER
Yichun Xiao, Research on an Even Number Which Minus 2 Can be Exactly Divided by 6 Can be Expressed as the Sum of Several Sets of Two Prime Numbers. Transactions on Computational and Applied Mathematics (2024) Vol. 4: 86-94. DOI: http://dx.doi.org/10.23977/tracam.2024.040112.
REFERENCES
[1] Xiao Yichun. An even Number Divisible by 6 could be Expressed as the Sum of Several Groups of Two Prime Numbers. International Journal of Educational Curriculum Management and Research (2023), Vol. 4, Issue 3: 49-60.
[2] Xiao Yichun. Classification of Prime Number. Digital Users. 2022 (5): 140.
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