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#155 |
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Mar 2005
Internet; Ukraine, Kiev
40710 Posts |
It means that +1 number has a small factor, thus NewPGen deleted the k (because we want both -1 and +1 to have no small factors).
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#156 |
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Feb 2007
211 Posts |
n=500,000
range= 0-50G sieving depth= 426.3 T (Target 500T for Release Approx Apr 1'07) candidates= 18,344,289 Avg K per 1M = 367 |
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#157 |
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Feb 2007
211 Posts |
n=500,000
range= 0-50G sieving depth= 520.7 candidates= 18,128,550 Avg K per 1M = 363 Last fiddled with by cipher on 2007-03-30 at 15:31 |
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#158 |
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Sep 2004
13·41 Posts |
I've got a core 2 duo with 2gb of ram, and I would be interested in doing seiving for n=500,000 but I would want to do cipher and moomoo's range, both with high depth, because I have so much memory.
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#159 |
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"Michael Kwok"
Mar 2006
1,181 Posts |
There is a ~1200T difference between cipher's range and my range, so combining them will not be possible now. I still prefer to leave the sieving separately (1-50G and 50-208G), since 50G-208G will be very close to or at the optimal sieve depth once 1-50G is completed by PrimeGrid (which would happen about 3 years from now, assuming PG's participation increases by 50%, and that we find the n=333,333 twin tomorrow).
Also, a 50G sieve file means more people would be able to join TPS, since the RAM requirements are lower. |
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#160 | |
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Quasi Admin Thing
May 2005
17×59 Posts |
Quote:
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#161 |
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"Michael Kwok"
Mar 2006
1,181 Posts |
The optimal sieving depth for n=500,000 is between 50P and 200P (it depends on your PC. Pentium 4's have a lower optimal sieving depth than athlons).
As a rough guide, the optimal sieving depth increases by a factor of 16 for every doubling in the size of the exponent. For example, the optimal sieving depth for n=666,666 will be ~16 times as great as the optimal sieving depth for n=333,333. |
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#162 |
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Mar 2005
Internet; Ukraine, Kiev
11·37 Posts |
Optimal sieving depth is reached when sieving removes k's at the same rate as LLR. But You should start LLR a bit earlier, because (quoting someone from mersenneforum) "the goal is to find primes, after all".
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#163 | |
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Mar 2004
3×127 Posts |
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A little bit off topic: I have the feeling that we should rethink the credit system of the sieving effort. Now that person who did the most sieving will get also credit of the twin prime find. The result now is, that many people try to start sieving their own N (sometimes even beyond 500000) or their own range in a k (what makes mathematically absolutely no sense). It seems as if one person gets the credit, if a N=500000 twin is found at 0-50G and someone else if the twin is between 50G and 206G. Both of these 2 people spend the same amount of cpu time in sieving as if they sieve the whole range alone. If some people see that they have no chance of doing the most effort, they may also move to some other task. Also constellations like lucky plus or minus are forgotten. I suggest not specially crediting one person for sieving (like gimps itself). It is not fair either, but will concentrate the sieving effort on the current and next candidate only. biwema (from tomorrow I will have very limited internet access for one month (holidays). I will read replies later.) |
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#164 | |||
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"Michael Kwok"
Mar 2006
1,181 Posts |
Quote:
Quote:
Also, giving credit to the top producer for sieving increases the sieving rate by keeping top producers from "slacking off". For example, Skligmund is currently the top producer and has no ranges in progress. If he wants to maintain his position, he'll have to continue sieving as soon as others start catching up. Quote:
--------------------------------- In regards to merging the files, I've decided to keep them separate because it's the lesser of two evils. Case 1: Keep the 1-50G and 50G-208G files separate. - TPS's current sieving rate is about 25T per day. Let's say that participation remains the same. In that case, sieving on 1-50G will progress at about 25T per day. - After 1-50G is done, 50G-208G will be very close to or at the optimal sieve depth. Case 2: Merge the 1-208G files. - Fewer people will be able to meet the RAM requirements, which are over 4 times as great as the RAM requirements for 1-50G. I don't know exactly what the effect will be, but 1-50G will progress at a slower rate than 25T. - After 1-50G is done, 50G-208G may or may not be near or at the optimal sieve depth. |
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#165 |
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Sep 2004
21516 Posts |
Right, I think the top seiver must receive credit, otherwise seiving will not reach anywhere near optimal levels. I think case 2 is better, because I think most of us have enough ram. 25T per day is what we want, and I seive about 19T per day. I'm sure somebody can seive 6T a day.
Last fiddled with by Joshua2 on 2007-04-01 at 23:30 Reason: It appears invisilbe to me, can anyone see it? I can see it now. |
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