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- 66 sócios
Os sócios do Rechenkraft.net e.V., e as DC-equipes de Rechenkraft.net (ver os marcos) tem sidos capaz de obter nos últimos anos os vários sucessos acadêmicos. Pela razão de que muitos projetos não estão publicando, qual o usuário fez bons resultados, essa lista não é completa nem representativa.
Inhalt
Publicações
Esta associação foi diretamente envolvida ou de apoio nas seguintes publicações em revistas científicas:
- Anuradha Seshadri, Badrinath Dubey, Michael H.W. Weber, Umesh Varshney (2009). Impact of rRNA methylations on ribosome recycling and fidelity of initiation in Escherichia coli Molecular Microbiology, pp. 785-808, May 2009
Successos de projetos
Além de publicações diretas, successos foram registrados por membros de vários projetos em Rechenkraft.net e.V.
15k*2^n-1
ltd has found in project 15k*2^n-1 16 primes, which at the time of their discovery belonged to the top 5000 primes.
Find-a-Drug
| unknown | vfrey discovers by Find-a-Drug, that the molecules m3057#93-5, m3998#15-3, m3883#1, m4078#99-20, m3452#11-21 and m3452#11 develops activity against cancer. |
| 14.03.2005 | GrafZahl discovers by Find-a-Drug, that the molecule m3623#15-20 develops activity against cancer. |
| 14.03.2005 | dbalos discovers by Find-a-Drug, that the molecules m781#49-59, m3574#76 and m4078#99-20 develops activity against cancer. |
| 14.03.2005 | sthaler discovers by Find-a-Drug, that the molecule m3614#3 develops activity against cancer. |
| 14.03.2005 | kk.net discovers by Find-a-Drug, that the molecule m3956#12 develops activity against cancer. |
| 30.06.2003 | S_Garbe discovers by Find-a-Drug, that the molecule m18102#23-24 develops activity against cancer. |
| unknown | ltd1 and NROEDINGER discovered by Find-a-Drug, that the molecule m3990#67 develops activity against cancer. |
| unknown | Darklistener and LSpiky discovered by Find-a-Drug, that the molecule m3666#7 develops activity against cancer. |
| 01.07.2004 | Novartis discovers by Find-a-Drug, that the molecule m3609#6 develops activity against cancer. |
| unknown | rekorn discovers by Find-a-Drug, that the molecules m3573#45-2 und m3573#4 develops activity against cancer. |
| unknown | GOBO discovers by Find-a-Drug, that the molecule m3611#14-9 develops activity against cancer. |
| 14.03.2005 | Nowan discovers by Find-a-Drug, that the molecule m3705#4 und m3705#4-5 develops activity against cancer. |
| 14.03.2005 | oe-floppy discovers by Find-a-Drug, that the molecule m3612#15-20 develops activity against cancer. |
| unknown | Midon discovers by Find-a-Drug, that the molecule m3998#15-3 develops activity against cancer. |
k*2^n-1 für k<300
| 19.04.2008 | arminius discovers the prime
49 · 21.257.295 - 1, at that time the 130-largest known prime. |
| 11.04.2007 | arminius discovers the prime
49 · 2691.469 - 1, at that time the 356-largest known prime. |
| 25.02.2007 | arminius discovers the prime
49 · 2542.945 - 1, at that time the 754-glargest known prime. |
| 14.02.2007 | arminius discovers the prime
49 · 2460.989 - 1, at that time the 1.008-largest known prime. |
Prime Sierpinski Project
| 10.12.2005 | ltd discovers the prime Prime Sierpinski Project the prime
214.519 · 21.929.114 + 1, at that time the 23-largest known prime. |
| 07.10.2005 | ltd discovers the prime Prime Sierpinski Project the prime
149.183 · 21.666.957 + 1, at that time the 24-largest known prime. |
ltd has found other primes by PSP.
Riesel Sieve
| 10.05.2004 | Mercutio discovers by Riesel Sieve the prime
192.089 · 21.395.688 - 1, at that time the 16-largest prime. |
| 01.04.2004 | Mercutio discovers by Riesel Sieve the prime
93.997 · 2864.401 - 1, at that time the 50-largest prime. |
Riesel Prime Search
| 04.12.2007 | arminius discovers the prime
1.000.065 · 2412.918 - 1, at that time the 1.822-largest prime. |
| 13.11.2007 | arminius discovers the prime
1.000.065 · 2390.927 - 1, at that time the 2.159-largest prime. |
Rosetta@home
| 08.11.2006 | S_Garbe calculates with Rosetta@home the structure with the lowest energey for the CASP7-WU t382__CASP7_FACONTACT_ABRELAX_SAVE_ALL_OUT_CONTACT_hom001__1056_0.clean.sc (source). |
| 23.10.2006 | do.s calculates with Rosetta@home one of the best results for the CASP7-WU T0327 (source). |
| 12.09.2006 | Andrei Walter calculates with Rosetta@home the structure with the lowest energey for the CASP7-WU T0296 (source). |
| 28.08.2006 | macFishbone calculates with Rosetta@home the structure with the lowest energey for the WU t344__CASP7_FIX_ABINITIO_SAVE_ALL_OUT_BARCODE_nterm2_hom001__1030_0.clean.sc (source). |
| 08.07.2006 | Andrei Walter calculates with Rosetta@home dthe structure with the lowest energey for the WU t299__CASP7_ABRELAX_SAVE_ALL_OUT_nterm_hom001__554_0.clean.sc (source). 2 months later is this the structure which is called the best prediction of Rosetta@home for the T299 CASP7-target. |
Sierpinski/Riesel Base 5
| 30.01.2007 | GrafZahl discovers the prime
280.444 · 5171.963 - 1 (source), at that time the 1472-largest prime. |
| 21.11.2006 | GrafZahl discovers the prime
292.414 · 5148.601 - 1 (source), at that time the 2121-largest prime. |
| 03.11.2006 | GrafZahl discovers the prime
263.432 · 5125.810 - 1, 252.872 · 5125.994 - 1, 171.748 · 5126.737 - 1 |
| 29.10.2006 | LadySilver discovers the prime
270.694 · 5123.231 - 1, at that time the 3.870-largest prime. |
| 27.10.2006 | GrafZahl discovers the prime
211.208 · 5121.626 - 1 (source), at that time the 3959-largest prime. |
| 22.10.2006 | GrafZahl discovers the prime
82.952 · 5118.948 - 1 (source), at that time the 4108-largest prime. |
| 19.10.2006 | Bananeweizen discovers the prime
262.728 · 5113.848 - 1 (source), at that time the 4442-largest prime. |
| 18.10.2006 | Xentar discovers the prime
187.234 · 5111.831 - 1 (source), at that time the 4587-largest prime. |
| 12.10.2006 | GrafZahl fdiscovers the prime
118.786 · 5110.717 - 1 (source), at that time the 4656-largest prime. |
| 07.10.2006 | Xentar discovers the prime
330.836 · 5107.328 - 1 (source), at that time the 4931-largest prime. |
| 03.10.2006 | Xentar discovers the prime
113.156 · 5110.873 + 1 (source), at that time the 4589-largest prime. |
| 25.09.2006 | arminius discovers the prime
276.158 · 5102.964 - 1 (source). |
| 24.09.2006 | ltd discovers the prime
31.342 · 5102.551 - 1 (source). |
SZTAKI Desktop Grid
| 2006 | Michael Stoeter, Hermes, vfrey, Witchkraft and frost found in the 10-dimensional calculations of SZTAKI Desktop Grid scientifically interesting results. |
