![]() |
|
|
#1134 | |
|
"Max"
Jun 2016
Toronto
19×47 Posts |
Quote:
Code:
Y0: -85201023096095558110947731350460745249 Y1: 30145586395056593146 c0: 20552925626733838358539059941131231603103136080 c1: 6223075645329039701640044567706058833330 c2: 53292283232552524317165929776647 c3: -10046957434429099257132363 c4: -2440391657420360 c5: 18621216 skew: 117721989.97 # size 2.315e-019, alpha -8.520, combined = 6.708e-015 rroots = 5 |
|
|
|
|
|
|
#1135 |
|
"Curtis"
Feb 2005
Riverside, CA
11·443 Posts |
I'll finish my GPU-msieve run to 1M 'cause I said I would, but I think CADO is just better at poly select.
I ran 500k-510k on CADO overnight, which took 40ish thread-hours on CPU. Code:
n: 20901242090929750331460152543809850619619290452256403363055163961224444523016833873892080737966534318102450035876136293050152061659131510274015648390725105024055454805289274799895497557473573901631 skew: 81678244.604 c0: 17454608775923076542170191197367958335585302280 c1: -3597613049655018147902433963741039992857 c2: 62474104924329530466242328603952 c3: 1962455287259675504373633 c4: -5663904865157888 c5: -4070880 Y0: -132652270861043793523404821016733722071 Y1: 73944454545426597057419 skew 81678244.60, size 2.374e-19, alpha -7.783, combined = 6.917e-15 rroots = 5 I'll continue both CADO and msieve, for now. |
|
|
|
|
|
#1136 | |
|
Jun 2012
1100000100112 Posts |
Quote:
I will finish c5 through 500k because it’s important to finish a job, but my expectations are low. I’m playing with parameters again tonight in attempt to get better production if not higher e-scores. Which composite is on deck, assuming we are almost done with the C197? |
|
|
|
|
|
|
#1137 | |
|
"Max"
Jun 2016
Toronto
11011111012 Posts |
Quote:
Code:
Y0: -132652270184646064681478657332028539527 Y1: 73944454545426597057419 c0: 8764470660078061180004984919116618804464294760 c1: 1979525637499648007811807357392774873881 c2: -113453349487284995307981304430848 c3: -1751809529556075066257281 c4: 5850094215212288 c5: 4070880 skew: 135252441.05 # size 2.374e-19, alpha -7.783, combined = 6.979e-15 rroots = 5 |
|
|
|
|
|
|
#1138 | |
|
"Max"
Jun 2016
Toronto
11011111012 Posts |
Quote:
1) The initial poly with E=1.438e-13 for C177_134_73 was found by my CADO and was optimized by msieve, CADO, and scaling before E became 1.527e-013 -- a new C177 record. There was an increase in E of 6.2% during spinning the poly. That would hardly be possible without using msieve. 2) The initial poly with E=1.102e-13 for C179 (cofactor of 13*2^914-1) was found by VBCurtis's CADO and was optimized by msieve, CADO, and scaling before E became 1.226e-013 -- a new C179 record that is also better than the current C178 record. There was an increase in E of 11.3% during spinning the poly. Again, that would hardly be possible without using msieve. 3) The initial poly for the current C197 Code:
N: 20901242090929750331460152543809850619619290452256403363055163961224444523016833873892080737966534318102450035876136293050152061659131510274015648390725105024055454805289274799895497557473573901631 R0: -86825671372509677292865083630970354043 R1: 2045148860419396619 A0: 2312331198521591434462181124108904018182857200248 A1: 77239043600173382348632075745581721624878 A2: -678505319363690260419212557463911 A3: -3627182455388757596945318 A4: 5686908312307908 A5: 4235760 skew 349240680.19, size 2.226e-19, alpha -8.300, combined = 6.704e-15 rroots = 5 So please don't give up on msieve, it actively participates in generating polys with record high E scores. And I guess the next record poly will be found by swellman's msieve, to keep everything even. :-) |
|
|
|
|
|
|
#1139 |
|
"Curtis"
Feb 2005
Riverside, CA
11·443 Posts |
Max-
We're referring to GPU-msieve for the first phases vs CADO. Whatever you do for root-opt and polish is not what we mean. My most recent point about CADO being flat better is that a 2-process overnight run produced a 6.91, while the best msieve produced was 6.70. You're right that Rich's polished better, but msieve in aggregate among Rich, Sean and I has been run for ~15 GPU days. If I give CADO's size-opt 60 thread-days I'm pretty sure it'll turn up a 7.x or five, and it's fairly likely that polishing will improve on the current best. If Rich's raw poly proves the best, then you're quite right that we shouldn't give up on msieve-GPU just yet! |
|
|
|
|
|
#1140 |
|
Jun 2012
11×281 Posts |
Point taken Max. I meant finding the best “first hit” seems to favor CADO, especially on these bigger numbers. Maybe it’s just my perception. Certainly your alchemy bounces one method off the other, so both tools are needed.
Anyway I’m still punching through with msieve. Last fiddled with by swellman on 2018-04-05 at 23:44 |
|
|
|
|
|
#1141 |
|
Sep 2008
Kansas
3,389 Posts |
It is almost like watching a ping-pong match. Msieve serves one up across the net. It is returned by CADO with a slight improvement. Wait, did Msieve send one back?
Now it is CADO's turn to serve one up. Msieve puts a slight spin on it. Did it hit the edge of the table? :-) |
|
|
|
|
|
#1142 |
|
"Max"
Jun 2016
Toronto
19×47 Posts |
I think it would be beneficial (for my scaling afterwards, anyways) to have msieve's c5 coefficient to be a multiple of 60 (same as in CADO) instead of the default multiple of 12.
Is it possible to modify? |
|
|
|
|
|
#1143 |
|
Sep 2009
24×131 Posts |
You could write a script to run:
msieve -np1 60,60 ... msieve -np1 120,120 ... msieve -np1 180,180 ... over whatever range you wanted. Chris |
|
|
|
|
|
#1144 |
|
Sep 2008
Kansas
3,389 Posts |
I am finished with the 4-5M range. The last push didn't even get into a 6-handle.
|
|
|
|
![]() |
Similar Threads
|
||||
| Thread | Thread Starter | Forum | Replies | Last Post |
| GIMPS wiki account request thread | ixfd64 | mersennewiki | 169 | 2018-09-21 05:43 |
| Polynomial Discriminant is n^k for an n-1 degree polynomial | carpetpool | Miscellaneous Math | 14 | 2017-02-18 19:46 |
| Lost Prime Raider password request thread | cheesehead | Forum Feedback | 6 | 2009-07-28 13:02 |
| Polynomial | R.D. Silverman | NFSNET Discussion | 13 | 2005-09-16 20:07 |
| Deutscher Thread (german thread) | TauCeti | NFSNET Discussion | 0 | 2003-12-11 22:12 |