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#226 2017-10-06 02:47:26

Stangerzv
Member
Registered: 2012-01-30
Posts: 266

Re: My New Twin Prime Numbers

Extension for perfect prime. Consider this equation

Where,

is the n-th prime

Consider when p=2, n=49;

Smallest solution


Last edited by Stangerzv (2019-02-10 04:57:45)

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#227 2018-01-14 14:26:38

Stangerzv
Member
Registered: 2012-01-30
Posts: 266

Re: My New Twin Prime Numbers

So far there is no solution for p=3 up to a=40,000

Last edited by Stangerzv (2019-02-10 04:34:56)

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#228 2019-02-10 04:46:43

Stangerzv
Member
Registered: 2012-01-30
Posts: 266

Re: My New Twin Prime Numbers

Extension for perfect prime. Consider this equation

Where


Consider when p=4, n=8

Smallest solution

Last edited by Stangerzv (2019-02-10 04:55:54)

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#229 2019-11-21 10:16:53

Stangerzv
Member
Registered: 2012-01-30
Posts: 266

Re: My New Twin Prime Numbers

Extension for perfect prime. Consider this equation

When p=5,

No solution up to n=10,000

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#230 2021-02-04 03:51:51

Stangerzv
Member
Registered: 2012-01-30
Posts: 266

Re: My New Twin Prime Numbers

Extension for perfect prime. Consider this equation

When p=6,

No solution up to n=10,000

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#231 2022-08-11 00:41:33

Stangerzv
Member
Registered: 2012-01-30
Posts: 266

Re: My New Twin Prime Numbers

Extension for perfect prime. Consider this equation

When p=7,

No solution up to n=10,000

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