Forum: Miscellaneous Math
2021-02-09, 20:11
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Replies: 5
Views: 1,125
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Forum: Miscellaneous Math
2021-02-09, 17:58
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Replies: 5
Views: 1,125
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Forum: Miscellaneous Math
2021-02-06, 23:15
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Replies: 17
Views: 2,583
Generating Large Prime Numbers
Generating Large Prime Numbers
We can find bigger prime numbers with this method.
https://www.researchgate.net/publication/349080188_Generating_Large_Prime_Numbers
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Forum: Miscellaneous Math
2021-01-24, 11:47
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Replies: 17
Views: 2,583
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Forum: Miscellaneous Math
2021-01-20, 23:42
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Replies: 0
Views: 954
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Forum: Miscellaneous Math
2021-01-13, 20:54
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Replies: 1
Views: 818
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Forum: Miscellaneous Math
2020-12-27, 03:09
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Replies: 1
Views: 843
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Forum: Miscellaneous Math
2020-12-09, 09:01
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Replies: 6
Views: 1,408
Primality Test Formula
I understand now your question.
I dont study deeply the relation between the bound and the order of the derivative. So take like a rndom number that you must increase to a number bigger than the...
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Forum: Miscellaneous Math
2020-12-09, 08:58
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Replies: 6
Views: 1,408
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Forum: Miscellaneous Math
2020-12-09, 08:57
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Replies: 6
Views: 1,408
The bound (the number in green) raise with the...
The bound (the number in green) raise with the order of the derivative. For example if you want to test 10001 and the 40th derivative gives you a bound of 9001 you need to increase the order of the...
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Forum: Miscellaneous Math
2020-12-08, 10:16
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Replies: 6
Views: 1,408
Primality Test Formula
Primality Test Formula
We can determinate if one number is prime with the modulo operation.
https://www.researchgate.net/publication/346647223_Primality_Test_Formula
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Forum: Miscellaneous Math
2020-10-16, 22:51
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Replies: 9
Views: 2,948
Formula for prime numbers of the form (m)*(n)+1
Formula that returns prime numbers of the form (m)*(n)+1 how many prime numbers between 1 and 1000000 I used a polynomyal that it´s roots are the golden ratio squared and the golden ratio conjugate....
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Forum: Miscellaneous Math
2020-10-16, 08:47
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Replies: 9
Views: 2,948
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Forum: Miscellaneous Math
2020-10-14, 23:52
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Replies: 9
Views: 2,948
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Forum: Miscellaneous Math
2020-08-23, 16:27
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Replies: 1
Views: 2,430
Formula for prime numbers of the form (m)*(n)+1
Formula that returns prime numbers of the form (m)*(n)+1 (https://www.mersenneforum.org/Formula for prime numbers of the form (m)*(n)+1 Formula that returns prime numbers of the form (m)*(n)+1 ...
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Forum: Miscellaneous Math
2020-08-15, 07:47
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Replies: 9
Views: 2,948
Formula for prime numbers of the form (m)*(n)+1
Proof of the Twin primes Conjecture and Goldbach's conjecture We can find infinite prime numbers with the separation we want and we can express every even number as the sum of two prime numbers....
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