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Members of Rechenkraft.net eV, and the DC-Teams of Rechenkraft.net (see Meilensteine) have been able to achieve several scientific successes in recent years. Since many projects are not publishing, which user's sent in good results, the following list is neither complete nor representative.
Inhalt
Publications
This association was directly involved or supportive in the following publications in scientific journals:
RNA World:
- Arora S, Bhamidimarri SP, Weber MHW, Varshney U. Role of the ribosomal P-site elements of m2G966, m5C967 and the S9 C-terminal tail in maintenance of the reading frame during translational elongation in Escherichia coli. J Bacteriol. 2013 Aug;195(16):3524-30. doi: 10.1128/JB.00455-13. Epub 2013 May 31. [PMID: 23729652]
- Arora S, Bhamidimarri SP, Bhattacharyya M, Govindan A, Weber MHW, Vishveshwara S, Varshney U. Distinctive contributions of the ribosomal P-site elements m2G966, m5C967 and the C-terminal tail of the S9 protein in the fidelity of initiation of translation in Escherichia coli. Nucleic Acids Res. 2013 Mar 25. [Epub ahead of print]. [PMID: 23530111]
- Seshadri A, Dubey B, Weber MHW, Varshney U. Impact of rRNA methylations on ribosome recycling and fidelity of initiation in Escherichia coli. Mol Microbiol. 2009 Apr 8. [Epub ahead of print] PMID: 19400784 [PubMed - as supplied by publisher]
Project specific successes
Apart from direct publications, successes have been recorded from members of Rechenkraft.net e.V. in various projects.
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. |