sowie von Projekten und externen Nutzern (Schulen, Studienseminare u.ä.) • Veranstaltungsleitungen: 2.015 aktiv • Teilnehmende: 17.818 (auch externe Teilnehmende) • Einlog-Vorgänge: 77.218 teilnehmende logins …

Hoffmann. Differential forms and bilinear forms under field exten- sions. J. Algebra, 441:398–425, 2015. [21] R. Elman, N. Karpenko, and A. Merkurjev. The algebraic and geometric theory of quadratic forms [...] forms for multiquadratic extensions in charac- teristic 2. Proc. Amer. Math. Soc., 143(12):5073–5082, 2015. [27] D. W. Hoffmann and A. Laghribi. Quadratic forms and Pfister neighbors in characteristic 2. Trans [...] Brauer kernels for quartic extensions in characteristic two. J. Pure Appl. Algebra, 219(10):4619–4634, 2015. [30] K. Kato. Galois cohomology of complete discrete valuation fields. In Algebraic K-theory, Part …

AGAAGAACAGAAGAACAGAAGAAC (AU)4 9.2 ± 1.6 256.5 ± 16.1 S6-9 AGAAGAACAGAAGAACAGAAGAAC (AU)4A 8.4 ± 3.1 201.5 ± 13.1 S6-10 AGAAGAACAGAAGAACAGAAGAAC (AU)5 6.5 ± 0.8 155.4 ± 9.9 S7 AGAAGUACAGAAGAACAGAAGAAC AUA …

Republic of Serbia Scientific and Technological Development Strategy of the Repub- lic of Serbia, 2010–2015 (Ministry of Science and Technological Develop- ment of the Republic of Serbia 2009). Estimations …

COMPUTER ALGEBRA SYSTEMS We used the computer algebra systems MAGMA [BCP97] (V2.22-7) and MAPLE3 (2015.0) [Map] to obtain the computational results of this thesis. Wherever results depend on the usage [...] five-dimensional Dirichlet-Voronoi polyhedra of translational lattices, arXiv preprint arXiv:1507.00238 (2015). [DSSV08] M. Dutour Sikirić, A. Schürmann, and F. Vallentin, A generalization of Voronoi’s reduction [...] Lee, Regular Triangulations of Convex Polytopes, Tech. report, DIMACS, 1990. [Map] Maplesoft, Maple 2015.0, Maplesoft, a division of Waterloo Maple Inc., Waterloo, Ontario. [Nam76] Y. Namikawa, A new co …

[[https://opengameart.org/|OpenGameArt.org]] | [name=''%%Jonas%%''] * [[https://creativecommons.org/2015/10/08/cc-by-sa-4-0-now-one-way-compatible-with-gplv3/|CC BY-SA ≥ 4.0 ist one-way-kompatibel mit GPL]] [...] mehren] * https:%%//%%jamesoff.github.io/simplemonitor - sha1 (innay) * [[https://eprint.iacr.org/2015/967.pdf|paper]] * [[https://www.heise.de/security/meldung/Todesstoss-fuer-SHA-1-steht-bevor-2849484 [...] orkshop an Helene-Lange-Gymnasium|Arbeiten mit Kids | === Stammtisch === - [[https://hackaday.com/2015/07/28/open-source-fpga-toolchain-builds-cpu/|Open Source FPGA Krams]] (lxn) === Kleingruppen === - …

Stadt 309.5 420.8 137.5 248.9 171.9 96.6 75.3 5 3 3 5154012 Geldern, Stadt 539.8 547.1 338.3 345.6 201.5 101.5 100.0 5 3 3 5154016 Goch, Stadt 416.7 416.7 203.5 203.5 213.2 114.9 98.3 5 3 3 5566012 Greven [...] 130.2 81.1 68.2 7 1 4 5562032 Recklinghausen, Stadt 149.3 324.1 353.8 449.7 213.1 285.7 103.1 200.9 201.5 186.2 109.6 156.5 43.1 86.7 86.0 101.5 39.6 69.7 3.1 36.5 66.3 162.0 63.9 59.5 7 1 4 5334032 Stolberg [...] 96.6 99.1 48.7 75.3 5 3 3 5154012 Geldern, Stadt 569.2 523.3 547.1 362.5 327.4 345.6 206.7 195.8 201.5 104.8 97.9 101.5 102.0 97.9 100.0 5 3 3 5154016 Goch, Stadt 455.9 374.8 416.7 203.8 203.1 203.5 252 …

Differential Geom. 101 (2015), No. 2, 213 - 265. [31] Halverson, J.; Morrison, D.R.: The landscape of M-theory compactifications on seven-manifolds with G2 holonomy. J. High Energy Phys. 2015, No. 4, 047, front [...] ; Pacini, T.: G2-manifolds and associative submanifolds via semi-Fano 3-folds. Duke Math. J. 164 (2015), No. 10, 1971 - 2092. [18] Coxeter, H. S. M.; Moser, W. O. J.: Generators and relations for discrete …

Stadt 6,098 933 906 1,112 1,143 1,116 888 1,839 2,951 3,147 3,167 2,931 570 542 1,674 1,473 2,244 2,015 4,259 1,112 3,147 5 3 3 5154012 Geldern, Stadt 6,521 901 926 1,275 1,176 1,274 969 1,827 3,102 3,419 [...] Stadt 6,098 933 906 1,112 1,143 1,116 888 1,839 2,951 3,147 3,167 2,931 570 542 1,674 1,473 2,244 2,015 4,259 1,112 3,147 5 3 3 5954008 Ennepetal, Stadt (incl. Stadt Breckerfeld) 7,775 1,215 1,218 1,468 [...] 5 11.8 55.0 3.9 27.8 50.1 90.1 21.3 37.0 3 4 2 5154000 Kleve, Kreis 117.8 237.4 243.1 330.4 104.1 201.5 58.9 61.4 79.6 64.1 33.0 60.3 56.3 171.9 153.0 231.2 58.4 129.2 2.6 4.1 10.5 35.0 12.7 12.1 3 4 2 …