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ideasfornumbertheory | a blog to give new ideas in number theory | ideasfornumbertheory.com Reviews

https://ideasfornumbertheory.com

a blog to give new ideas in number theory

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1

septembre 2014 – ideasfornumbertheory

http://ideasfornumbertheory.com/2014/09

Aller au contenu principal. A blog to give new ideas in number theory. Cramer’s conjecture implies twin prime conjecture. Langlands functoriality conjecture implies GRH. A PNT based variance inequality for Cramer’s conjecture. A possible way to tackle the twin prime conjecture. Sur Cramer’s conjecture impl…. Sur Cramer’s conjecture impl…. Sur Cramer’s conjecture impl…. Mois : septembre 2014. A proof of the inequality $latex varepsilon {m} le 2 varepsilon {moy}$. Moreover, let’s denote by.

2

juillet 2014 – ideasfornumbertheory

http://ideasfornumbertheory.com/2014/07

Aller au contenu principal. A blog to give new ideas in number theory. Cramer’s conjecture implies twin prime conjecture. Langlands functoriality conjecture implies GRH. A PNT based variance inequality for Cramer’s conjecture. A possible way to tackle the twin prime conjecture. Sur Cramer’s conjecture impl…. Sur Cramer’s conjecture impl…. Sur Cramer’s conjecture impl…. Mois : juillet 2014. K-central numbers and bounded gaps between primes. Central number. The number of. Central numbers less than. As Mayn...

3

A conjectured asymptotics giving rise to the desired upper bound for alpha_n – ideasfornumbertheory

http://ideasfornumbertheory.com/2015/01/08/a-conjectured-asymptotics-giving-rise-to-the-desired-upper-bound-for-alpha_n

Aller au contenu principal. A blog to give new ideas in number theory. Cramer’s conjecture implies twin prime conjecture. Langlands functoriality conjecture implies GRH. A PNT based variance inequality for Cramer’s conjecture. A possible way to tackle the twin prime conjecture. Sur Cramer’s conjecture impl…. Sur Cramer’s conjecture impl…. Sur Cramer’s conjecture impl…. A conjectured asymptotics giving rise to the desired upper bound for alpha n. So, I observed that the upper bound. Sur le même thème.

4

A proof of the inequality $latex \varepsilon_{m}\le 2\varepsilon_{moy}$ – ideasfornumbertheory

http://ideasfornumbertheory.com/2014/09/25/a-proof-of-the-inequality-latex-varepsilon_mle-2varepsilon_moy

Aller au contenu principal. A blog to give new ideas in number theory. Cramer’s conjecture implies twin prime conjecture. Langlands functoriality conjecture implies GRH. A PNT based variance inequality for Cramer’s conjecture. A possible way to tackle the twin prime conjecture. Sur Cramer’s conjecture impl…. Sur Cramer’s conjecture impl…. Sur Cramer’s conjecture impl…. A proof of the inequality $latex varepsilon {m} le 2 varepsilon {moy}$. A « Goldbach gap ». There are exactly. Sur le même thème.

5

A conjectural expression for N2(n) – ideasfornumbertheory

http://ideasfornumbertheory.com/2015/03/07/a-conjectural-expression-for-n2n

Aller au contenu principal. A blog to give new ideas in number theory. Cramer’s conjecture implies twin prime conjecture. Langlands functoriality conjecture implies GRH. A PNT based variance inequality for Cramer’s conjecture. A possible way to tackle the twin prime conjecture. Sur Cramer’s conjecture impl…. Sur Cramer’s conjecture impl…. Sur Cramer’s conjecture impl…. A conjectural expression for N2(n). The definition of a « typical » primality radius. Leads to the following assumption:.

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