Home - Pure_And_Applied_Math - Lie Algebra |
Page 3 41-60 of 76 Back | 1 | 2 | 3 | 4 | Next 20 |
41. OSU Lie Algebra Conference, 1971 lie algebra Conference, 1971. Photograph taken at a conference onlie algebras in 1971, on the front steps of the Ohio Union. In http://www.math.ohio-state.edu/history/album/Picture3.html | |
|
42. LIE ALGEBRA OF THE lie algebra OF THE i q /i POINCARÉ GROUP AND i q /i -HEISENBERGCOMMUTATION RELATIONS. http://www.worldscinet.com/ijmpb/13/1324_25/S021797929900271X.html | |
|
43. OCTONIONS AND SUPER-LIE ALGEBRA OCTONIONS AND SUPERlie algebra. KHALED ABDEL operators. As an examplewe construct explicitly some Lie and super-lie algebra. Then http://www.worldscinet.com/ijmpa/13/1302/halek.html | |
|
44. The First Integrals And Their Lie Algebra Of The Most General Autonomous Hamilto The first integrals and their lie algebra of the most general autonomous Hamiltonianof the form H = T + V possessing a LaplaceRunge-Lenz vector. http://anziamj.austms.org.au/V34/part4/Gorringe.html | |
|
45. The Rational Adjoint Orbits Of A Lie Algebra Of Type G2 (Jackson) The rational adjoint orbits of a lie algebra of type G2. Author. DavidGA Jackson. Status. Research Report 9819 Date 30 July 1998. Abstract. http://www.maths.usyd.edu.au:8000/res/Algebra/Jac/1998-19.html | |
|
46. Rational Regular Nilpotent Elements Of A Reductive Lie Algebra (Jackson) Rational regular nilpotent elements of a reductive lie algebra. Author. David GAJackson. Status. lie algebra. reductive group. AMS Subject Classification (1991). http://www.maths.usyd.edu.au:8000/res/Algebra/Jac/1998-20.html | |
|
47. Seminarium Oneindig Dimensionale Lie Algebra's Seminarium oneindig dimensionale lie algebra's. Terug naar de home page.Seminarium Dinsdag 900 1045, zaal 611B. Eerste bijeenkomst http://www.math.uu.nl/people/ban/liesem2000/liesem2000.html | |
|
48. When Is A Lie Algebra Not A Lie Algebra? When is a lie algebra not a lie algebra? Abstract. We look at weight systems on Feynmandiagrams. A metric lie algebra gives one example of a weight system. http://www.math.sunysb.edu/~sawon/lie_alg_obj.shtml | |
|
49. [math/0002223] Multipartitions, Generalized Durfee Squares And Affine Lie Algebr 0914 GMT (12kb) Multipartitions, Generalized Durfee Squares andAffine lie algebra Characters. Authors Peter Bouwknegt Comments http://arxiv.org/abs/math.co/0002223 | |
|
50. [hep-th/9302138] The Lie Algebra Of Sl(2)-valued Automorphic Functions On A Toru 140758 0500 (EST) (9kb) The lie algebra of sl(2)-valued automorphicfunctions on a torus. Author DB Uglov Comments 13 pages http://arxiv.org/abs/hep-th/9302138 | |
|
51. Liegroups And Lie-algebra -- Index Liegroups and Liealgebra. A general introduction to the mathematical foundationsof Lie group and lie algebra theory, with special attention to applications. http://aivwww.rug.ac.be/Studentenadministratie/Studiegids/2002/EN/FACULTY/C_WE/C | |
|
52. Infinite-Dimensional Lie Algebra; Author: Wakimoto, Minoru; Hardback; Book InfiniteDimensional lie algebra Author Wakimoto, Minoru - Hardback;Book, ENGLISH BOOKS DEPARTMENT, Join the NetStore Cooperative, http://www.opengroup.com/mabooks/981/9810241283.shtml | |
|
53. Infinite-Dimensional Lie Algebra; Author: Wakimoto, Minoru; Paperback InfiniteDimensional lie algebra Author Wakimoto, Minoru - Paperback,ENGLISH BOOKS DEPARTMENT, Join the NetStore Cooperative, http://www.opengroup.com/mabooks/981/9810241291.shtml | |
|
54. MA 792M: Lie Algebra Special Topics - Presentation Notes MA 792M lie algebra Special Topics Presentation Notes. I presented a constructionof the exceptional simple lie algebra G2. Here are my notes. Source http://www4.ncsu.edu:8030/~wjcook/ma792/ | |
|
55. Lie Algebra lie algebra. BT linear algebra FT algebre de liePrevious Item Next Item Search Help. http://irc.nrc-cnrc.gc.ca/thesaurus/lie_algebra.html | |
|
56. [FPLSA] 1 The FPLSA Package At present GAP uses only the facility to compute a structure constants table ofa finitedimensional lie algebra over the rationals that is given by a finite http://www-gap.dcs.st-and.ac.uk/~gap/pkg/fplsa/htm/CHAP001.htm | |
|
57. Dynamical Lie Algebra And Conditional Operators For Many Fermion Green Functions Center. O38.90 Dynamical lie algebra and Conditional Operators ForMany Fermion Green Functions. Jay Mancini (Fordham University). http://www.aps.org/BAPSMAR98/abs/S3150090.html | |
|
58. Dynamical Lie Algebra And Conditional Operators For Many Fermion Green Functions Previous abstract Graphical version Text version Next abstractSession O38 General Poster Session III and DHPP Poster Session http://www.aps.org/BAPSMAR98/abs/G3150090.html | |
|
59. We Compute The Rational Homotopy Lie Algebra And Rational Cohomology And The $G$sequence of a map $f X \rightarrow Y$ is a boundary sequencerelating the Gottlieb. group $G_*(X)$ of the space $X$ to the http://www.sju.edu/~smith/Abstracts/paper9.htm | |
|
60. We Compute The Rational Homotopy Lie Algebra And Rational Cohomology And We identify the rationalization. of $G_{*}(Y, X;f),$ Gottlieb's generalizedevaluation group of a map. $f X \to Y.$ Extending a http://www.sju.edu/~smith/Abstracts/paper10.htm | |
|
Page 3 41-60 of 76 Back | 1 | 2 | 3 | 4 | Next 20 |