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 Showing results 1 to 25 of 1000 Search took 0.22 seconds. Search: Posts Made By: sweety439
 Forum: sweety439 2020-10-28, 00:09 Replies: 1,072 Views: 36,246 Posted By sweety439 R43 at n=18122, no (probable) primes found ... R43 at n=18122, no (probable) primes found Unfortunately, srsieve cannot sieve R43, since k and b are both odd.
 Forum: sweety439 2020-10-28, 00:07 Replies: 1,072 Views: 36,246 Posted By sweety439 R70 at n=41326, no other (probable) primes found R70 at n=41326, no other (probable) primes found
 Forum: Aliquot Sequences 2020-10-26, 13:54 Replies: 4 Views: 2,835 Posted By sweety439 The number 1578 merges to 56440, but it is not... The number 1578 merges to 56440, but it is not known whether the sequence of 56440 (currently at 166 digits) also merges to 56440, thus it is not known whether 56440 is member of sociable number...
 Forum: sweety439 2020-10-26, 12:17 Replies: 0 Views: 41 Posted By sweety439 239 Unlike the "very irregular prime" 311 --> * 311 is Bernoulli irregular * 311 is Euler irregular * k*311+1 is composite for k = 2, 4, 8, 10, 14, 16 (these three properties make Fermat Last...
 Forum: sweety439 2020-10-25, 19:43 Replies: 1,072 Views: 36,246 Posted By sweety439 R70 at n=37634, no new (probable) prime found R70 at n=37634, no new (probable) prime found
 Forum: sweety439 2020-10-25, 09:39 Replies: 2 Views: 93 Posted By sweety439 * If p is larger, then Rp(b) is harder to be... * If p is larger, then Rp(b) is harder to be prime, the smallest base b such that Rp(b) is prime is about gamma*p (gamma is the Euler constant 0.577215664901...) In general .... (let Rp(b) =...
 2020-10-24, 16:28 Replies: 5 Views: 234 Posted By sweety439 Cullen-Williams primes and Woodall-Williams primes The Cullen-Williams number base b is (b-1)*b^(b-1)+1, which is both Cullen number base b (n*b^n+1, some author requires n>=b-1, and for this number n is exactly b-1) and 2nd Williams number base b...
 Forum: sweety439 2020-10-24, 16:20 Replies: 0 Views: 24 Posted By sweety439 47 & 383 They are not only two primes of the form 3*2^n-1, but also .... * They are the first two non-Sophie-Germain primes (i.e. primes p such that 2*p+1 is not prime) of the form 3*2^n-1 * They are...
 2020-10-24, 14:27 Replies: 27 Views: 784 Posted By sweety439 If Schinzel's hypothesis H... If Schinzel's hypothesis H (https://en.wikipedia.org/wiki/Schinzel%27s_hypothesis_H) is true, then the second Hardy-Littlewood conjecture is false, since Schinzel's hypothesis H covers both...
 Forum: Prime Wiki 2020-10-24, 14:19 Replies: 216 Sticky: Prime-Wiki Views: 20,147 Posted By sweety439 9*830^n-1 at n=300K with no prime found... 9*830^n-1 at n=300K with no prime found (https://mersenneforum.org/showpost.php?p=560949&postcount=3743)
 Forum: Prime Wiki 2020-10-23, 19:43 Replies: 216 Sticky: Prime-Wiki Views: 20,147 Posted By sweety439 2*383^n+1 at n=1M with no prime found... 2*383^n+1 at n=1M with no prime found (https://mersenneforum.org/showpost.php?p=560850&postcount=2182)
 Forum: Lounge 2020-10-23, 19:38 Replies: 44 Views: 3,601 Posted By sweety439 Dozenal is the best base!!! See page... Dozenal is the best base!!! See page https://dozenal.fandom.com/wiki/10 and the links at the bottom of this page.
 Forum: sweety439 2020-10-22, 14:59 Replies: 1,072 Views: 36,246 Posted By sweety439 For the Riesel bases 2<=b<=128 and b = 256, 512,... For the Riesel bases 2<=b<=128 and b = 256, 512, 1024: proven: 4, 5, 7 (with PRP), 8, 9, 10, 11, 12, 13, 14, 16, 17, 18, 19, 20, 21, 23, 25, 26, 27, 29, 32, 34, 35, 37, 38, 39, 41, 44, 45, 47, 49,...
 Forum: sweety439 2020-10-22, 14:48 Replies: 1,072 Views: 36,246 Posted By sweety439 For the Sierpinski bases 2<=b<=128 and b = 256,... For the Sierpinski bases 2<=b<=128 and b = 256, 512, 1024: proven: 4, 5, 7, 8, 9, 11, 13, 14, 16, 17, 19, 20, 21, 23, 27, 29, 34, 35, 39, 41, 43, 44, 45, 47, 49, 51, 54, 56, 57, 59, 61, 64, 65,...
 Forum: Conjectures 'R Us 2020-10-22, 07:52 Replies: 17 Views: 1,796 Posted By sweety439 Is srsieve2 updated? If so, can you use it to... Is srsieve2 updated? If so, can you use it to reserve the S3 problem in Sierpinski conjectures and proofs...
 Forum: Cunningham Tables 2020-10-22, 06:36 Replies: 188 Views: 20,669 Posted By sweety439 Why 10^371+-1 are factored earlier than... Why 10^371+-1 are factored earlier than 10^365+-1? eulerphi(371) = 312 > 288 = eulerphi(365)
 Forum: sweety439 2020-10-21, 17:15 Replies: 43 Views: 4,288 Posted By sweety439 Although the test limit of all families in... Although the test limit of all families in https://github.com/RaymondDevillers/primes are all 10K, but some families are in fact already tested to much higher.... Base 25: EF{O}, 366*25^n-1:...
 Forum: sweety439 2020-10-21, 16:06 Replies: 43 Views: 4,288 Posted By sweety439 Some minimal (probable) primes with bases... Some minimal (probable) primes with bases 28<=b<=50 not shown in https://github.com/RaymondDevillers/primes: (and hence some unsolved families can be removed) Base 37: (families FY{a} and R8{a}...
 2020-10-21, 15:37 Replies: 90 Views: 86,202 Posted By sweety439 2^unknown+79309 2^9+79817 2^42210+91549 (PRP)... 2^unknown+79309 2^9+79817 2^42210+91549 (PRP) 2^394+131179 2^21+152267 2^1032+156511 2^57+163187 2^1038+200749 2^44+202705 2^16+209611
 Forum: sweety439 2020-10-20, 16:26 Replies: 43 Views: 4,288 Posted By sweety439 The "minimal prime problem" is solved only in... The "minimal prime problem" is solved only in bases 2~16, 18, 20, 22~24, 30, 42, and maybe 60 b, length of largest minimal prime base b, number of minimal primes base b 2, 2, 2 3, 3, 3 4, 2,...
 Forum: sweety439 2020-10-20, 15:49 Replies: 43 Views: 4,288 Posted By sweety439 Base 27: 8{0}9A: 5832*27^n+253 999{G}:... Base 27: 8{0}9A: 5832*27^n+253 999{G}: (88577*27^n-8)/13 C{L}E: (8991*27^n-203)/26 E{I}F8: (139239*27^n-1192)/13 {F}9FM: (295245*27^n-113557)/26 Base 48:
 Forum: Prime Wiki 2020-10-20, 14:11 Replies: 216 Sticky: Prime-Wiki Views: 20,147 Posted By sweety439 4*230^n+1 at n=1M with no prime found... 4*230^n+1 at n=1M with no prime found (https://mersenneforum.org/showpost.php?p=560395&postcount=852)
 Forum: sweety439 2020-10-20, 13:31 Replies: 43 Views: 4,288 Posted By sweety439 Base 25: F{O}KO: 9375*25^n+524 FO{K}O:... Base 25: F{O}KO: 9375*25^n+524 FO{K}O: (56375*25^n+19)/6 LO{L}8: (109975*25^n-111)/8 [need not to be searched if a smaller prime for the "O{L}8: (4975*25^n-111)/8" family were found] M{1}F1:...
 Forum: sweety439 2020-10-20, 12:48 Replies: 43 Views: 4,288 Posted By sweety439 Base 35: 6W{P}4: (288855*35^n-739)/34 [need... Base 35: 6W{P}4: (288855*35^n-739)/34 [need not to be searched if a smaller prime for the "W{P}4: (38955*35^n-739)/34" family were found] F8{0}F9: 652925*35^n+534 {Y}PO: 1225*35^n-326 FQ{F}I:...
 Forum: sweety439 2020-10-20, 12:35 Replies: 43 Views: 4,288 Posted By sweety439 Base 31: ILE{L}: (179637*31^n-7)/10 [need... Base 31: ILE{L}: (179637*31^n-7)/10 [need not to be searched if a smaller prime for the "IE{L}: (5727*31^n-7)/10" family were found] L{F}G: (1333*31^n+1)/2 [need not to be searched if a smaller...
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