Primes of the form prime(a)+prime(b)+1=prime(c) and prime(b)-prime(a)-1=prime (c)

Hugo1177 · 2020-12-27, 03:09

Happy Christmas guys.
Primes of the form Prime(a)+Prime(b)+1=Prime(c)
We can find primes of the form prime(a)+prime(b)+1=prime(c) and prime(b)-prime(a)-1=prime (c) With the help of the Sophie Germain primes.
https://www.researchgate.net/publica...aPrimeb1Primec

LaurV · 2021-01-05, 08:09

find all of them and you solved Golbach (as pc-1 is even, it can always be written as pa+pb)

2020-12-27, 03:09	#1
Hugo1177 Aug 2020 16₁₀ Posts	Primes of the form prime(a)+prime(b)+1=prime(c) and prime(b)-prime(a)-1=prime (c) Happy Christmas guys. Primes of the form Prime(a)+Prime(b)+1=Prime(c) We can find primes of the form prime(a)+prime(b)+1=prime(c) and prime(b)-prime(a)-1=prime (c) With the help of the Sophie Germain primes. https://www.researchgate.net/publica...aPrimeb1Primec

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2021-01-05, 08:09	#2
LaurV Romulan Interpreter Jun 2011 Thailand 7×1,373 Posts	find all of them and you solved Golbach (as pc-1 is even, it can always be written as pa+pb)