Hello All: you can see this conjecture at Primepuzzles.net: Problems & Puzzles: Conjectures Conjecture 44. A property of prime twins, only? Sebastián Martín...
Is that group dead?Group peoples simply discussed the every useless topics.Why don't any one respond to my mail.As i got the key, for what? u peoples...
Let p q consecutive prime numbers p<q. Let z=sqrt[(p^2+q^2)/2-1] Conjecture: p&q ares twin primes IF AND ONLY IF z is integer. This is not a trivial result. ...
I dont spoke about you. There are other e-mails in this list that said this result is trivial. You don't understand me correctly. Sorry my english is very...
... From: "Kermit Rose" <kermit@...> ... No, it's not! You are forgetting the first line of the conjecture. I will restate it: KNOWING that p and q are...
... From: "Sebastian Martin" <sebi_sebi@...> Let p q consecutive prime numbers p<q. Let z=sqrt[(p^2+q^2)/2-1] Conjecture: p&q ares twin primes IF AND...
Reflection on the conjecture that if q is the next prime after p, where p is a positive integer prime, and if q - p > 2, then sqrt( [ p^2 + q^2 ] /2 -1 ) is...
Distribution of square free positive integers Let N be the generic positive integer. Number of positive primes < N = N/ln(N) Number of positive integers =...
... I am not sure that the question, as written above, makes sense. k must be substantially smaller than N for this type of estimation to have any value, as N...
... From: "Jose Ramón Brox" <ambroxius@...> ... Ooops... as Paul Jobling noted to me, I missed the condition of p and q being _consecutive_. Sorry. Jose...
Sorry 'bout this but I just can't find some obvious things in the PARI manual, I hope I didn't miss it... Anyway: the easy instruction "factor(N)" yeilds a...
Hello, Group. I'm optimistic that no one will find a counter-example. This method is similar to Euclid's proof for infinite-ly many primes. Let k = 2, 3, 4, 5,...
... The factor(N) function returns a matrix with W rows, where W is the number of distinct prime factors of N and each row consists of two elements -- the...
... No. PARI/GP says the first counter examples are for k = 29, 33, 38, 39. ... That's an awfully short check, especially for a form allowing so many twin...
Currently in the prime pages http://primes.utm.edu/curios/index.php?start=4&stop=4 <http://primes.utm.edu/curios/index.php?start=4&stop=4> we can read: quote...
... 390: (There is one curio for this number that has not yet been approved by an editor.) 391: No curios for the number "391" are currently in our database. ...
... From: "Anton" <al_at_i@...> ... 391 is the first Smith number ( http://www.research.att.com/~njas/sequences/A006753 ) that is also of the form F(n)+n...
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