Hi everyone...I am John Vincent from the Philippines, I am looking for some number theory conjectures over the internet and this site was one of the results I...
... I.e. for every natural number k>=4, 2k is the sum of 2 primes. This is just a reformulation of Goldbach's conjecture. High-performing computers will...
Factor Theorem and Conjecture Let z be a positive odd integer. Define n_z and m_z by 2** n_z < z < 2** (n_z + 1) 2** m_z < sqrt(z) < 2** (m_z + 1) For k =...
Factor Theorem Let z be an odd positive integer. Let 2**n be the largest power of 2 < z. Let 1 + 2 d1 + 2**2 d2 + 2**3 d3 + . . . + 2**n d_n be the base 2...
I am working on programming this algorithm in python. I expect to be able to prove that this algorithm works and is a polynomial time algorithm by factoring ...
... Good luck Kermit. At least, the proof will be in the pudding. I hope you are rewarded for your work. I found out about python when I was exploring ways to...
Hi all, Jens Anderson, in a personal email, kindly pointed out a number of errors in my original post so here it is again corrected. "Last year I completed an...
... Given that that's a stand-alone question, why did you not trim the couple of dozens of lines of cruft that followed it and was no longer required for...
Here is the new AP19 with the smallest known start. 1358498353 + 16584560*19#*n, n=0,..,18 (BOINC@Poland, Jaroslaw Wroblewski) The discovery was made by a...
My colleague has settled the long outstanding question of Reimann's Hypothesis and shown conclusively that all non trivial zeros of the zeta function do indeed...
... I don't want to spend a lot of time on this, so I'll be brief and point out a couple major places where it's incorrect. The paper claims some amazing...
Prime numbers are derivatives of a " progenitor formula " that is also an exponential function! [Non-text portions of this message have been removed]...
I have been a piece of broken pottery. A kind generous sensitive person has pointed out to me the flaw in my supposed polynomial time factoring algorithm. At...
... Certainly not. I believe that the sum exceeds 1.6366. To see this, do the sum over primes p <= N explicitly and then use the prime number theorem to...
... Steve Finch gives the value ... in http://tinyurl.com/9x29z2 David Broadhurst ... The Open University is incorporated by Royal Charter (RC 000391), an...
By the author's request, I'm forwarding the reply (without comment) from Jeffrey Cook, the author of the Riemann Hypothesis paper I discussed earlier. ... ...
10^35257-601269 and 10^35257+13561 produce a prime number GAP of 614830. Milton L. Brown...
miltbrown@...
Jan 13, 2009 11:30 am
19806
Fermatt's last theorem is a huge corollary of the rationality of elliptic curves over rational numbers where states every elliptic curve over rational numbers...
A light moment for the team, please I know I am wrong but I am just having fun. Â OK, observe that: Â a) 0.111... = 1/9 = 1/10 + 1/100 + 1/1000 + ... Â Â ...
... Yes. The decimal representation of "terminating" rationals are not unique. This has to be adjusted for when doing things like using Cantor's diagonal...
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