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#122 |
May 2018
22×53 Posts |
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I hope you find the missing gaps.
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#123 |
Dec 2008
you know...around...
32×71 Posts |
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So now, as promised, some new large gaps, ready for a doublecheck:
Code:
1363608 90547#/9699690-366998 900144 90583#/9699690-523646 971716 90647#/223092870-359938 1293962 90679#/223092870-873966 1029000 90697#/510510-336914 1442154 90703#/510510-582572 1898630 90709#/9699690-1271684 1028856 90749#/510510-694658 1018282 90749#/9699690-576318 1054830 90787#/510510-630698 948276 90803#/9699690-317680 Something I've been wanting to ask years ago: there are still a couple of gaps from Patrick DeGeest's project (largest/smallest PRPs with d digits, also called "border PRPs") that are not included in the GitHub lists. I don't know whether someone is in contact with him to ask for inclusion of those gaps, or to include them anyway from the openly accessible data (I could make a list if need be), or to let it be anyone's concern... |
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#124 | |
"Seth"
Apr 2019
10B16 Posts |
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https://github.com/primegap-list-pro...6e77e8f82a7715 |
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#125 |
Dec 2008
you know...around...
11778 Posts |
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Thanks!
I'll be looking for smaller gaps for the rest of the year. ![]() |
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#126 |
"Seth"
Apr 2019
3×89 Posts |
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Megagaps proposal:
I was rereading drtrnicely-format-legacy and I believe that Dr Nicely's solution was to label the gap 'C??' for conventional, unknown is first, "but the interior integers of the gap have not been verified all composite to the satisfaction of Thomas R. Nicely". I can easily change CloudyGo to verify the endpoints + some small percentage of the interior. Any objections to allowing these records with less verification and C?? status? |
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#127 |
Dec 2008
you know...around...
32·71 Posts |
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Sounds okay to me.
Is there an extra query available for all the yet not fully verified gaps? |
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#128 |
Einyen
Dec 2003
Denmark
C0216 Posts |
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When you find those megagaps do you sieve first before prp testing? If yes then please save those factors, so they can be verified easily afterwards.
Last fiddled with by ATH on 2020-09-20 at 16:01 |
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#129 |
Dec 2008
you know...around...
11778 Posts |
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It's only a crummy sieve via Pari, about 20 minutes to less than 1G, without keeping factors.
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#130 | |
"Seth"
Apr 2019
3×89 Posts |
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It's easy for me to rerun the sieve on my side which is easier than accepting a giant list of offsets + small factor. |
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#131 |
Einyen
Dec 2003
Denmark
C0216 Posts |
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Well it depends on how far they were sieved. Known factors can be checked very quickly.
Sounds like the sieving is not really optimal, you should sieve until finding new factors takes longer than PRP testing the candidate. |
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#132 | |||
Dec 2008
you know...around...
27F16 Posts |
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Quote:
Giving only the list of numbers with factors larger than 1G (say) would be a reasonable compromise, I guess. Depends on the depth of the sieve. Quote:
Sieving via Pari is not optimal, but since it's not really the bottleneck, I decided to leave it at that. Besides, it was not a big project like the gaps between prime twins and prime gaps in arithmetic progression... Last fiddled with by mart_r on 2020-09-21 at 15:14 |
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