21. Regular Topological Groups Re Regular topological groups by Henno Brandsma (Nov 1, 2003) Well, he means topological groups that are T_0 are T_3 and T_3.5. He does? http://at.yorku.ca/cgi-bin/bbqa?forum=homework_help_2003;task=show_msg;msg=0779.

22. AMCA: Oscillation Stability In Topological Groups By Vladimir Pestov Say that a left uniformly continuous function f on a topological group G is oscillation stable if for every e 0 there is a right ideal J in the http://at.yorku.ca/c/a/m/o/80.htm

Atlas Mathematical Conference Abstracts Conferences Abstracts Organizers ... About AMCA Victoria International Conference 2004 February 9-13, 2004 Victoria University Wellington, New Zealand View Abstracts Conference Homepage Oscillation stability in topological groups by Vladimir Pestov University of Ottawa, Ontario, Canada Coauthors: A.S. Kechris (Caltech) and S. Todorcevic (Paris VII and Toronto) In view of interesting recent links between geometric functional analysis and topological transformation groups (such as extreme amenability), Vitali Milman proposed to the speaker that a better understanding of the famous distortion property of the Hilbert space (Odell and Schlumprecht) may be achieved in a topological transformation group framework. The following general concept, recently suggested in a joint work of the speaker with A. Kechris and S. Todorcevic (http://arxiv.org/abs/math.LO/0305241), covers both the distortion property and the Devlin theorem in infinite combinatorics. I will present this development, which currently consists of a definition, two major examples, and two open questions. Say that a left uniformly continuous function f on a topological group G is oscillation stable if for every e L e . If H is a closed subgroup of G, say that the homogeneous space G/H is

23. 22-XX 22XX topological groups, Lie groups. {For transformation groups, see 54H15, 57Sxx, 58-XX. For abstract harmonic analysis, see 43-XX} http://www.ams.org/mathweb/msc1991/22-XX.html

22-XX Topological groups, Lie groups 58-XX . For abstract harmonic analysis, see 43-XX 22-00 General reference works (handbooks, dictionaries, bibliographies, etc.) 22-01 Instructional exposition (textbooks, tutorial papers, etc.) 22-02 Research exposition (monographs, survey articles) 22-03 Historical (must be assigned at least one classification number from Section 01) 22-04 Explicit machine computation and programs (not the theory of computation or programming) 22-06 Proceedings, conferences, collections, etc. ; for dual spaces of operator algebras and topological groups, see Locally compact abelian groups (LCA groups) 22C05 Compact groups Locally compact groups and their algebras ; for analysis thereon, see Top level of Index

24. Topological Group -- Facts, Info, And Encyclopedia Article In fancier language, one can say that topological groups are (Click link for more info In this sense, the theory of topological groups subsumes that of http://www.absoluteastronomy.com/encyclopedia/t/to/topological_group.htm

Topological group [Categories: Topological groups] In (A science (or group of related sciences) dealing with the logic of quantity and shape and arrangement) mathematics , a topological group G is a ((chemistry) two or more atoms bound together as a single unit and forming part of a molecule) group that is also a ((mathematics) any set of points that satisfy a set of postulates of some kind) topological space such that the group multiplication G G G and the inverse operation G G are (Click link for more info and facts about continuous) continuous maps. Here, G G is viewed as a topological space by using the (Click link for more info and facts about product topology) product topology . Though we do not do so here, it is common to also require that the topology on G be (Click link for more info and facts about Hausdorff) Hausdorff . The reasons, and some equivalent conditions, are discussed below. In fancier language, one can say that topological groups are (Click link for more info and facts about group object) group object s in the (Click link for more info and facts about category of topological spaces) category of topological spaces Almost all objects investigated in (The abstract separation of a whole into its constituent parts in order to study the parts and their relations) analysis are topological groups (usually with some additional structure).

25. The Mathematical Institute Eprints Archive - Subject: Topological Groups, Lie Gr Subject topological groups, Lie groups. Mathematics Subject Classification (165) O Z (53). topological groups, Lie groups http://eprints.maths.ox.ac.uk/view/subjects/M22.html

University of Oxford Mathematical Institute Mathematical Institute EPrint Server Home About Browse ... Help The Mathematical Institute Eprints Archive Subject: Topological groups, Lie groups Mathematics Subject Classification O - Z Topological groups, Lie groups Number of records: This list was generated on Fri Sep 16 21:20:23 BST 2005 Site Administrator: Keith A. Gillow Email corrections and comments to

26. MathGuide: Topological Groups, Lie Groups Subject Class, General topology; Algebraic topology; topological groups, Lie groups. Source Type, Special Subject Virtual Libraries http://www.mathguide.de/cgi-bin/ssgfi/anzeige.pl?db=math&sc=22

27. Category:Topological Groups In mathematics, a topological group G is a group that is also a topological space such that the group multiplication G — G→G and the inverse operation http://www.algebra.com/algebra/about/history/Category:Topological-groups.wikiped

Category:Topological groups Regular View Dictionary View (all words explained) Algebra Help my dictionary with pronunciation , wikipedia etc Category:Topological groups Wikimedia Commons has more media related to: Topological groups In mathematics, a topological group G is a group that is also a topological space such that the group multiplication G G G and the inverse operation G G are continuous maps. Subcategories There are 4 subcategories to this category. D Discrete groups L Lie groups R Representation theory Representation theory of groups Articles in category "Topological groups" There are 29 articles in this category. A Adelic algebraic group Almost periodic function Amenable group B Bohr compactification C Compact group Compactly generated group D Discrete group F Free regular set Fundamental domain H Haar measure Homogeneous space I Identity component K Kronecker's theorem M Maximal compact subgroup O One-parameter group P Peter-Weyl theorem Pontryagin duality Principal homogeneous space Pro-finite group P cont. Properly discontinuous R Restricted product S Solenoid (mathematics) T Thompson groups Topological abelian group Topological group Topological ring ... Topological vector space U Universal covering group V Von Neumann conjecture Retrieved from " http://en.wikipedia.org/wiki/Category:Topological_groups

28. MATH525 - Topics In TopologyII: Topological Groups ABSTRACT HARMONIC ANALYSIS VOL I, SpringerVerlag, 1963 D. Dikranjan, IR Prodanov, and LN Stoyanov, topological groups, Marcel Dekker, Inc. 1990 http://www.wesleyan.edu/wesmaps/course0203/math525f.htm

document.domain="wesleyan.edu"; Wesleyan Home Page WesMaps Home Page WesMaps Archive Course Search ... Course Search by CID Academic Year 2002/2003 Topics in TopologyII: Topological Groups MATH 525 FA The course has two components, as follows: (I) (about seven weeks) An introductory survey of the basic definitions and some of the fundamental results, including perhaps the theorems of Kakutani-Kodaira, Pontrjagin, Haar, and Kuzminov-Ivanovskii. (II) (about six weeks) More modern material relating to the topological structure of topological groups, with emphasis upon cardinal invariants and the current status of selected unsolved problems concerning Lindelof groups, pseudocompact groups, countably compact groups, van der Waerden groups, and free topological groups. Note: This course has been offered frequently in the past under the designation Math 533. MAJOR READINGS E. Hewitt and K. A. Ross, ABSTRACT HARMONIC ANALYSIS VOL I, Springer-Verlag, 1963 D. Dikranjan, I. R. Prodanov, and L. N. Stoyanov, TOPOLOGICAL GROUPS, Marcel Dekker, Inc. 1990 EXAMINATIONS AND ASSIGNMENTS Routine homework problems will be assigned, and more difficult questions will be proposed for consideration.

29. MATH525 - Topics In TopologyII: Topological Groups Topics in TopologyII topological groups MATH 525 SP (about six weeks) More modern material relating to the topological structure of topological groups, http://www.wesleyan.edu/wesmaps/course0203/math525s.htm

document.domain="wesleyan.edu"; Wesleyan Home Page WesMaps Home Page WesMaps Archive Course Search ... Course Search by CID Academic Year 2002/2003 Topics in TopologyII: Topological Groups MATH 525 SP The course has two components, as follows: (I) (about seven weeks) An introductory survey of the basic definitions and some of the fundamental results, including perhaps the theorems of Kakutani-Kodaira, Pontrjagin, Haar, and Kuzminov-Ivanovskii. (II) (about six weeks) More modern material relating to the topological structure of topological groups, with emphasis upon cardinal invariants and the current status of selected unsolved problems concerning Lindelof groups, pseudocompact groups, countably compact groups, van der Waerden groups, and free topological groups. Note: This course has been offered frequently in the past under the designation Math 533. MAJOR READINGS To be announced. EXAMINATIONS AND ASSIGNMENTS Examinations and Assignments not known ADDITIONAL REQUIREMENTS and/or COMMENTS MATH 523 and 524 or equivalent. COURSE FORMAT: Lecture REGISTRATION INFORMATION Level: GRAD Credit: Gen Ed Area Dept: NONE Grading Mode: Graded Prerequisites: NONE Links to Web Resources For This Course.

30. Mathematical Structures Topological Groups Home topological groups HomePage RecentChanges Login http//math.chapman.edu/structures/files/Topological_groups.pdf http://math.chapman.edu/cgi-bin/structures?Topological_groups

31. EEVL | Mathematics Section | Browse All of EEVL, topological groups, Lie groups Only Lie groups, algebraic groups, and related types of topological groups such as locally compact and http://www.eevl.ac.uk/mathematics/math-browse-page.htm?action=Class Browse&brows

32. Atlas: Productive Properties In Topological Groups By Michael G. Tkacenko The first productive property specific for topological groups was Tk MG Tkacenko, Compactness type properties in topological groups, Czech Math. http://atlas-conferences.com/c/a/a/o/40.htm

Atlas home Conferences Abstracts about Atlas The 12th Summer Conference on General Topology and its Applications August 12-16, 1997 Nipissing University North Bay, ON, Canada Organizers Ted Chase, Boguslaw Schreyer, Jodi Sutherland, Murat Tuncali, Stephen Watson View Abstracts Conference Homepage Productive Properties In Topological Groups by Michael G. Tkacenko UAM, Iztapalapa, Mexico We present a survey of old and new results on preservation of certain topological properties under the product operation in topological groups. Many topological properties such as compactness, connectedness, etc., are productive in the class of all topological spaces. The first productive property specific for topological groups was discovered in 1966 by Comfort and Ross [CR]: any cartesian product of pseudocompact topological groups is pseudocompact. Surprisingly, it turns out that countable compactness, intermidiate between compactness and pseudocompactness, is not productive (at least under CH or MA), the result due to van Douwen [vD]. We will present several ``relative" properties (reflecting how a subspace is embedded in the whole space) which are proved to be productive in topological groups. Let us say that a subset Y of a space X is

33. Topological Groups: New & Used Books Category Search Result For Topological Grou topological groups New Used Books Category Search Result for topological groups. Compare new and used books prices among 122 book stores in a click. http://www.fetchbook.info/fwd_topics/id_1567466.html

Bookmark Recommend Us Enhance Your Site Browse Books ... Forums New! Help Keyword Title Author ISBN Welcome Guest [Sign In] Searched in books for Topological Groups More than titles matched your search. Search took seconds. All Categories Mathematics General Topological Groups Add Review Topology, 2nd Edition By James Munkres Hardcover / 537 Pages / Prentice Hall / May 2000 / 0131816292 List Price $106.67 / Similar to Topology Compare Prices Add To Wish List Details ... Add Review Cohomological Methods in Transformation Groups By C. Allday V. Puppe Hardcover / 470 Pages / Cambridge Univ Pr / July 1993 / 0521350220 List Price $130.00 / Similar to Cohomological Methods in... Compare Prices Add To Wish List Details ... Add Review Groups: Topological, Combinatorial and Arithmetic Aspects By Thomas Mueller (Editor) Paperback / Cambridge Univ Pr / May 2004 / 0521542871 List Price $90.00 / Similar to Groups: Topological, Combinatorial and... Compare Prices Add To Wish List Details ... Add Review Topological Methods in Algebraic Transformation Groups (Illustrated) By Ted Petrie Hanspeter Kraft Gerald W. Schwarz

34. QUT | EPrints Archive - Subject: 230105 Group Theory And Generalisations (Incl. 230000 Mathematical Sciences (19) 230100 Mathematics (3). 230105 Group Theory And Generalisations (Incl. topological groups And Lie Groups) http://eprints.qut.edu.au/view/subjects/230105.html

Subject: 230105 Group Theory And Generalisations (Incl. Topological Groups And Lie Groups) Subjects classification Australian Standard Research Classification 230000 Mathematical Sciences 230100 Mathematics 230105 Group Theory And Generalisations (Incl. Topological Groups And Lie Groups) This list was generated on Sat Sep 17 05:31:31 EST 2005 QUT Division of Technolgy, Information and Learning Support Library ITS ... Office of Research Cricos No. 00213J Accessibility Privacy Last updated 28.10.03 QUT ePrints Administrator

35. CITIDEL topological groups, Lie groups. (no description). 2200 General reference works 22-01 Instructional exposition 22-02 Research exposition http://www.citidel.org/?op=cbrowse&scheme=MSC2000&category=22-XX

36. CITIDEL MSC2000 topological groups, Lie groups Research exposition (0). Topological and differentiable algebraic systems (0) http://www.citidel.org/?op=browse&scheme=MSC2000&node=2210

37. EPrintsUQ - Subject: 230105 Group Theory And Generalisations (Incl. Topological 230000 Mathematical Sciences (91) 230100 Mathematics (67). 230105 Group Theory And Generalisations (Incl. topological groups And Lie Groups) http://eprint.uq.edu.au/view/subjects/230105.html

ePrintsUQ Home About Browse Search ... Help Subject: 230105 Group Theory And Generalisations (Incl. Topological Groups And Lie Groups) The Australian Standard Research Classification is published by the Australian Bureau of Statistics (ABS catalogue number 1297.0) 1998. ABS data is used with permission from the Australian Bureau of Statistics Australian Standard Research Classification 230000 Mathematical Sciences 230100 Mathematics 230105 Group Theory And Generalisations (Incl. Topological Groups And Lie Groups) This list was generated on Sat Sep 17 06:05:50 EST 2005 Contact the site administrator at: eprints@library.uq.edu.au privacy feedback ABN 63 942 912 684 University Provider Number: 00025B Authorised by: University Librarian Maintained by: UQ Library Last Updated: Saturday September 17 2005

38. TUD : ACTUAL RESEARCH REPORT - Field Of Concentration The structure of topological groups, Lie groups, compact and locally groups, Groups of real or complex matrices are examples of topological groups. http://www.tu-darmstadt.de/forschung/bericht/040549.en.tud

Topological Groups and Lie Groups ACTUAL RESEARCH REPORT Field of Concentration Topological Groups and Lie Groups Foreword by the President Tips for users Departments of the TUD Collaborative research centers ... Research homepage Full text search: Quick search in research report Advanced search in research report Advanced search in bibliography Prof. Dr. Karl Heinrich Hofmann (em.) Contact: Sekretariat: AG 5, Funktionalanalysis, Fachbereich 04 Schloßgartenstr. 7 64289 Darmstadt Tel.: +49-6151-16-2588 Fax: +49-6151-16-6030 Building/Room: S2 15/451 E-mail: hofmann@mathematik.tu-darmstadt.de Internet: http:/www.mathematik.tu-darmstadt.de/ags/ag5/mitglieder/professoren/hofmann.html Main Fields of Research: The structure of topological groups, Lie groups, compact and locally groups, structure theory of topological semigroups. Groups of real or complex matrices are examples of topological groups. Many of these belong to the class of groups named after Sophus Lie (1843-1899). Some of these, in turn, are examples of compact groups such that the group or rotations of euclidean three dimensional space. All of these groups are finite dimensional, but compact groups may very well have infinitely many dimensions such as for instance the group of all infinite sequences of elements of a compact group. The structure theory of compact groups affords many aspects. An orientation is provided by the monograph authored by K.H.Hofmann and S.A.Morris "The Structure of Compact Groups" (De Gruyter, Berlin, 1998). A successor monograph "Lie Theory and the Structure of Pro-Lie Groups and Locally Compact Groups" is in preparation.

39. Seminar Fall2000 topological groups acting on Hyperbolic Space. Abstract We will study topological groups as they act on hyperbolic groups. We are interested in Bianchi http://euler.slu.edu/Dept/oldseminars/seminar_fall2000.html

FALL 2000 DATE SEMINAR TIME ROOM SPEAKER TITLE Th Sep 7 topology / geometry RH 142 Bryan Clair L - Invariants Abstract Betti numbers, first considered by Atiyah in 1976. Like the ordinary Betti numbers of a compact space, the L Betti numbers are the dimension of a homology group. However, the homology groups coming from L -forms are infinite dimensional Hilbert spaces, so the machinery of von Neumann algebras is needed to provide a quantitative dimension. I will spend the first lecture on background material, and basic examples, with some older theorems and big conjectures thrown in for spice. Don't worry if you don't know anything about von Neumann algebras. I plan to talk about Gromov's result that the L Betti numbers vanish when X is aspherical and G is amenable. I'll prove Luck's theorem, which says that ordinary Betti numbers (renormalized) of a tower of covering spaces converge to the L Betti numbers of the limit covering. I will also discuss more refined L

40. Seminars-spring2001 topological groups acting on Hyperbolic Space. Abstract We will continue our study of topological groups as they act on hyperbolic groups. http://euler.slu.edu/Dept/oldseminars/seminars-spring2001.html

Seminars: SPRING 2001 DATE SEMINAR TIME ROOM SPEAKER TITLE Wed Jan 31 Topology / Geometry RH 211 Kevin Scannell Bianchi Groups Fri Feb 2 Topology/ Analysis RH 320 Kevin Scannell Topological Groups acting on Hyperbolic Space Abstract : We will continue our study of topological groups as they act on hyperbolic groups. The text we are using is by Elstrodt, Grunewald and Mennicke and is published by Springer Verlag. Tues. Feb 6 Algebra RH 134 Julianne Rainbolt Images and extensions of periodic linear groups Wed. Feb 7 Topology / Geometry RH 211 Anneke Bart Reflective Subgroups of Bianchi Groups Fri Feb 9 Topology/ Analysis RH 320 Kevin Scannell Topological Groups acting on Hyperbolic Space Tues Feb 13 Algebra RH 134 Julianne Rainbolt Images and extensions of periodic linear groups Wed Feb 14 Topology / Geometry RH 211 Anneke Bart Reflective Subgroups of Bianchi Groups Fri Feb 16 Topology/ Analysis RH 218 Kevin Scannell Topological Groups acting on Hyperbolic Space Tue Feb 20 Math Club RH 223 Kevin Scannell The Topology of the Universe Fri Feb 23 Topology/ Analysis RH 218 Kevin Scannell Topological Groups acting on Hyperbolic Space Tues Feb 27 Algebra RH 134 Greg Marks Distributive Lattices within Groups, Rings, and Modules

Page 2     21-40 of 83    Back | 1  | 2  | 3  | 4  | 5  | Next 20