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K-theory: more books (100)

An Introduction to K-Theory for C*-Algebras (London Mathematical Society Student Texts) by M. Rørdam, F. Larsen, et all 2000-07-31

K-Theory: An Introduction (Classics in Mathematics) by Max Karoubi, 2008-11-07

Handbook of K-Theory, 2 volume set (English and French Edition)

Health Behavior and Health Education: Theory, Research, and Practice

K-theory (Advanced Books Classics) by Michael Atiyah, 1994-06-21

A First Course in Optimization Theory by Sundaram Rangarajan K., 1996-06-13

K-Theory and C*-Algebras: A Friendly Approach (Oxford Science Publications) by N.E. Wegge-Olsen, 1993-04-29

Architecture Theory since 1968

Critical Race Theory in Education: All God's Children Got a Song by Adrienne D. Dixson, Celia K. Rousseau, 2006-07-24

K-Theory for Operator Algebras (Mathematical Sciences Research Institute Publications) by Bruce Blackadar, 1998-09-13

Polytopes, Rings, and K-Theory (Springer Monographs in Mathematics) by Winfried Bruns, Joseph Gubeladze, 2009-05-27

Algebraic K-Theory and Its Applications (Graduate Texts in Mathematics) (v. 147) by Jonathan Rosenberg, 1994-06-24

An Introduction to Rings and Modules With K-theory in View by A. J. Berrick, M. E. Keating, 2000-05-15

Algebraic K-Theory (Modern Birkhäuser Classics) by V. Srinivas, 2007-11-13

lists with details

K-theory Preprint Archives
Electronic preprint archives for mathematics research papers in k-theory. Includes some papers in Category Science Math Number Theory Publications Preprint Archivesktheory Preprint Archives. Welcome to the preprint archives for papersin k-theory. We accept Communication. A calendar of k-theory events. A
http://www.math.uiuc.edu/K-theory/

Extractions: Our mirror site in Germany Our home site in the USA Instructions for authors Instructions for joining the mailing list. Members of the mailing list receive announcements of preprints when they are deposited in the archives. (The list has more than 300 members.) Best Current Practices: Recommendations on Electronic Information Communication A calendar of K-theory events. A bibtex file (2342698 bytes), or the same thing gzipped (557172 bytes) containing 6454 citations to papers related to K-theory and instructions for enlarging bibtex to work with such a large file. MPRESS , a searchable index of preprints, including references to the preprints stored here. Some TeX fonts , stored in a tar image compressed with gzip, including the lams* and xy* fonts, which are needed for some of the preprints. The unprocessed recent submissions bibtex entries Source code for xdvi , a viewer under unix for dvi files.
Algebraic K-theory, Groups And Categories
proposals for INTAS support in the areas of Algebraic ktheory from A. Bak at Bielefeld, and of Categorical Methods in
http://www.bangor.ac.uk/~mas010/intasrep.html

Extractions: last updated January 8, 2001 INTRODUCTION: This is a slightly edited and updated version of the Final Report approved by INTAS, ommitting some adminstrative details not of general relevance. INTAS FINAL REPORT TITLE: Algebraic K-theory, groups and categories REF: INTAS93-436 ext PROJECT COORDINATOR: Professor R. Brown PERIOD COVERED: April, 1997 to February, 2000 The origin of this project was the amalgamation in 1995 of two separate proposals for INTAS support in the areas of Algebraic K-theory from A. Bak at Bielefeld, and of Categorical Methods in Algebraic Homotopy and related topics from R. Brown at Bangor, in the general context of Grothendieck's programme in Galois Theory, homotopical algebra, and multiple categories. The INTAS Scientific Committee ruled that these proposals should be amalgamated. The accepted proposal was extended in 1997 and this is the report on the extension. The agreed title of the joint proposal `Algebraic K-theory, groups and categories' indicates well the variety of interconnections and analogies which were envisaged. `Algebraic K-theory' is an area which has been notable from the start for its interactions and the problems it has produced. `Groups' occur as algebraic groups, classical groups, homology groups, homotopy groups, Galois groups, abstract groups, K-groups, and in many other ways. Further the Bangor scientific programme has long investigated and developed higher dimensional analogues of groups, including crossed modules, cat
K-theory Calendar
Past and future events, maintained in conjunction with the k-theory Archive at UIUC.Category Science Math Events Calendarsktheory Calendar. The future. Oxford, Ohio, April 5 - 6, 2003, k-theoryand Algebraic Cycles. Toronto May 2 - 3, 2003, Great
http://www.math.uiuc.edu/K-theory/Calendar/

Extractions: Urbana , March 4-5, 1995, Great Lakes K-theory Conference, I Evanston , April 22, 1995, Midwest Topology Seminar Trento , June 19-23, 1995, Summer Conference on K-theory Nijmegen , June 26-30, 1995, Workshop on K-theory and Number Fields Poznan , September 4-8, 1995, Algebraic K-theory Nice , October 13-14, 1995, Spaces of Cycles Oberwolfach , November 5-11, 1995, Algebraic K-Theory and Homotopy Theory Vancouver , December 9-12, 1995, CMS/Fields Institute, Session on Homotopy Theory Toronto , March 2-3, 1996, Fields Institute, Great Lakes K-theory Conference, II
Sixth Great Lakes K-theory Conference
Fields Institute, Toronto, Canada; 2526 March 2000.
http://www.math.uwo.ca/GL6.html

Extractions: M. Walker (Nebraska) March 25-26 is a Saturday-Sunday. The conference will begin at 9:00am on the Saturday and finish by 1:00pm on Sunday. Here is a Schedule of Lectures A block of rooms for the conference has been booked at the Toronto Colony Hotel for the evenings of March 24-25. Consult this page for more information: Travel and Hotel Information . All conference participants should make their own hotel reservations. This conference is supported by the Fields Institute and NSERC. The organizers for this meeting are: Rick Jardine jardine@uwo.ca
K-THEORY AND ARITHMETIC (30 September - 4 October 2002)
Isaac Newton Institute, Cambridge, UK; 30 September 4 October 2002.
http://www.newton.cam.ac.uk/programs/NST/nstw03.html

Extractions: Theme: This workshop will concentrate on the aspects of the interplay between algebraic K-theory, arithmetic and algebraic geometry. Particular emphasis will be placed upon applications of the recently developed homotopy theory of geometric and motivic categories. In addition to lectures on current results, a number of expository lectures will be scheduled to provide researchers and graduate students in related areas with an opportunity to learn about these new techniques. Topics of current interest in this area include: Beilinson-Soulé conjectures, Bloch-Kato conjecture, Beilinson-Borel regulators, Kato-Parshin-Saito higher class field theory, Lichtenbaum-Quillen conjecture, Milnor K-theory, motivic cohomology, Brumer-Coates-Sinnott conjectures, polylogarithms and special values of L-functions. Participants will include: M Ando (UIUC), S Bloch (Chicago), D Burns (KCL), G Carlsson (Stanford), R de Jeu (Durham), WG Dwyer (Notre Dame), H Esnault (Essen), I Fesenko (Nottingham), P Goerss (Northwestern), JPC Greenlees (Sheffield), M Hanamura (Kyushu), L Hesselholt (MIT), M Hovey (Wesleyan), P Hu (Chicago), A Huber (Leipzig), U Jannsen (Regensburg), JF Jardine (UWO), B Kahn (Paris VII), I Kriz (Michigan), M Levine (Northeastern), S Lichtenbaum (Brown), I Madsen (Aarhus), M Mahowald (Northwestern), F Morel (Paris VII), DC Ravenel (Rochester), J Rognes (Oslo), M Rost (Ohio State), P Schneider (Muenster), AJ Scholl (Cambridge), S Schwede (Bielefeld), V Snaith (Southampton), C Soulé (IHES), NP Strickland (Sheffield), B Totaro (Cambridge), V Voevodsky (IAS), C Weibel (Rutgers), N Yagita (Ibaraki)
Kluwer Academic Publishers - K-Theory
(Kluwer) Tables of contents from vol.11 (1997).Category Science Math Topology Journals
http://www.kluweronline.com/issn/0920-3036
K-Theory And Algebraic Groups
EU TMR network coordinated in Bielefeld.
http://www.mathematik.uni-bielefeld.de/K AG/
An Introduction To Algebraic K-theory
``An introduction to algebraic ktheory''. by Charles Weibel (a graduate textbook in progress)
http://www.math.rutgers.edu/~weibel/Kbook.html
19: K-theory
From the atlas of known mathematics.Category Science Math Topology Algebraic TopologyIntroduction. ktheory is an interesting blend of algebra and geometry. History.Read Atiyah's, k-theory Past and Present at here
http://www.math.niu.edu/~rusin/known-math/index/19-XX.html

Extractions: POINTERS: Texts Software Web links Selected topics here K-theory is an interesting blend of algebra and geometry. Originally defined for (vector bundles over) topological spaces it is now also defined for (modules over) rings, giving extra algebraic information about those objects. Read Atiyah's, "K-Theory Past and Present" at here Most of the geometric K-theory is treated with Algebraic Topology See also 16E20, 18F25 K-Theory is the smallest of the 61 active areas of the MSC scheme: only 515 papers with primary classification 19-XX during 1980-1997. But the area 19-XX was only available as a primary classification for Math Reviews papers starting with MR96; hence the count above is an undercount of the true size of the field. (Even granting this, however, K-theory is a fairly small field.) Browse all (old) classifications for this area at the AMS.
Allen Hatcher's Homepage
Contains textbooks in Algebraic Topology, ktheory, and 3-Manifolds.
http://www.math.cornell.edu/~hatcher/

Extractions: On This Webpage: Book Projects: Papers Book Projects Real and Imaginary In an excess of youthful enthusiasm in the late 1980's I started writing an algebraic topology book with the ambitious goal of covering all the basics while yet remaining readable by newcomers seeing the subject for the first time. As the magnitude of the task gradually became apparent, the end of the book receded farther and farther into the distance. Eventually the book split into two volumes, then three. The first volume, which is now finished, contains the basic core material along with a number of optional topics of a relatively elementary nature. The other two volumes, which are largely independent of each other, are provisionally titled "Vector Bundles and K-Theory" and "Spectral Sequences in Algebraic Topology." These are only partially written see below. To find out more about the first book or to download it in electronic form, follow this link to the download page The plan is for this to be a fairly short book focusing on topological K-theory and containing also the necessary background material on vector bundles and characteristic classes. For further information, and to download the part of the book that is written, go to
RTN Network: K-Theory And Algebraic Groups
Algebraic ktheory, Linear Algebraic Groups and Related Structures
http://www.mathematik.uni-bielefeld.de/K+AG

Extractions: The network has started on Oct. 1, 2002 and will run for 48 months. Vacancies for Postdoctoral and Predoctoral Positions If you have support for the DjVu format on your machine, download the DjVu files, they are substantially smaller and are rendered faster. (The free DjVu software can be downloaded from DjVuLibre Membership Agreement Form (MAF) : PDF 0.032 MB PDF.gz 0.029 MB DjVu 0.021 MB Correction to Membership agreement PDF Contract with complete signature page (p. 7): PDF 3.0 MB PDF.gz 0.7 MB DjVu 0.3 MB Annex I (Work Programme) : PDF 4.9 MB PDF.gz 1.4 MB DjVu 0.5 MB Annex II (General Conditions) : PDF 13.1 MB PDF.gz 3.6 MB DjVu 1.5 MB Forms (CS=Cost Statements etc.) : PDF 0.92 MB PDF.gz 0.2 MB DjVu 0.06 MB
Kluwer Academic Publishers - K-Theory
ktheory is an interesting blend of algebra and geometry. Originally defined for (vector bundles over) topological spaces it is now also defined for (modules over) rings, giving extra algebraic information about those objects.
http://www.wkap.nl/jrnltoc.htm/0920-3036
An Introduction To Algebraic K-theory
An introduction to algebraic ktheory by Charles Weibel. Chapters in DVI.
http://math.rutgers.edu/~weibel/Kbook.html
TMR Network K-Theory And Algebraic Groups
Algebraic ktheory, Linear Algebraic Groups and Related Structures. Preprint ServersLinear Algebraic Groups and Related Structures, k-theory Preprint Archives.
http://www.mathematik.uni-bielefeld.de/K AG/TMR.html
Charles A. Weibel: Home Page
Rutgers. Algebraic ktheory, homological algebra. On-line texts and notes in algebra, history; journal information.
http://math.rutgers.edu/~weibel/
K-theory And Arithmetic 4
A Newton Institute Workshop. ktheory and arithmetic. 14.00-15.00 C Soule (IHES)Bounds on the torsion in the k-theory of algebraic integers More info.
http://www.newton.cam.ac.uk/programs/NST/nstw03p.html
Subfaculty Of Mathematics
Subfaculty of Mathematics, Department of Algebra. Research groups symbolic algebra, ktheory, polynomial mappings.
http://www-math.sci.kun.nl/math/onderzoek/dep_algebra/dep_algebra.html
Mathematical Logic Group Home Page
Oxford University Cohomology, k-theory and sheaves.
http://www.maths.ox.ac.uk/~edmundo/

Extractions: Name: Mario J. Edmundo Affiliation: The Mathematical Institute University of Oxford and CMAF Universidade de Lisboa Address: 24-29 St Giles Phone: Oxford, OX1 3LB Fax: United Kingdom email: edmundo@maths.ox.ac.uk Curriculum vitae dvi Research Proposal: Cohomology, K-theory and sheaves in o-minimal structures.(October 5, 2002) dvi [1] "Structure theorems for o-minimal expansions of groups" Annals of Pure and Applied Logic 102 (2000) 159-181. [2] "On solvable groups and rings definable in o-minimal structures" To appear in Proceedings of the Logic Colloquium 99 dvi [3] "Solvable groups definable in o-minimal structures" To appear in J. of Pure and Applied Algebra dvi [4] "O-minimal cohomology and definably compact definable groups" To appear in J. of Mathematical Logic dvi [5] "Covers of groups definable in o-minimal structures" Preprint 2001 (submitted) dvi [6] "Properly V-definable groups in o-minimal structures" Preprint 2002 (submitted) dvi [7] "A general cohomology theory for o-minimal structures" Preprint 2002 (submitted) dvi [8] "Another fixed point theorem for o-minimal expansions of fields" Preprint 2002 (submitted) dvi [9] "Homology and torsion points of V-definable groups in o-minimal structures" Preprint 2002 dvi [10] "Interpreting fields in V-definable groups in o-minimal structures" Preprint 2002 dvi [11] "Separation theorems in o-minimal expansions of fields" Preprint 2003 dvi "Cohomology and duality theory in o-minimal structures" (In preparation)
K-Theory -- From MathWorld
ktheory, A branch of mathematics In general, there are two main typesof k-theory topological and algebraic. Topological k-theory is
http://mathworld.wolfram.com/K-Theory.html

Extractions: A branch of mathematics which brings together ideas from algebraic geometry linear algebra , and number theory . In general, there are two main types of K -theory: topological and algebraic. Topological K -theory is the "true" K -theory in the sense that it came first. Topological K -theory has to do with vector bundles over topological spaces . Elements of a K -theory are stable equivalence classes of vector bundles over a topological space . You can put a ring structure on the collection of stably equivalent bundles by defining addition through the Whitney sum , and multiplication through the tensor product of vector bundles . This defines "the reduced real topological K -theory of a space." "The reduced K -theory of a space" refers to the same construction, but instead of real vector bundles complex vector bundles are used. Topological K -theory is significant because it forms a generalized cohomology theory, and it leads to a solution to the vector fields on spheres problem, as well as to an understanding of the J -homeomorphism of homotopy theory Algebraic K -theory is somewhat more involved. Swan (1962) noticed that there is a correspondence between the
Ninth Great Lakes K-theory Conference
GL9 The Ninth Great Lakes ktheory Conference. The ninth Great Lakes k-theoryConference will be held at the Fields Institute in Toronto.
http://www.math.uwo.ca/GL9.html

Extractions: May 2-3 a Friday-Saturday. The conference will begin at 3:00pm on the Friday and finish by 4:00pm on Saturday. Here is a Schedule of Lectures A block of 15 rooms for the conference has been booked at the Days Inn Downtown for the evenings of May 2-3. All conference participants should make their own hotel reservations, before April 2 to have the rooms guaranteed - participants should identify themselves as members of the Fields Institute in order to obtain the conference rate. Information about the hotel is available through the Fields Institute Housing page This conference is supported by the Fields Institute and NSERC. The organizers for this meeting are: Rick Jardine jardine@uwo.ca

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