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Topology: more books (100)

Elements Of Algebraic Topology by James R. Munkres, 1996-01-01
Topology of Surfaces (Undergraduate Texts in Mathematics) by L.Christine Kinsey, 1993-10-08
Elementary Concepts of Topology by Paul Alexandroff, 1961-06-01
An Introduction to Algebraic Topology (Dover Books on Mathematics) by Andrew H. Wallace, 2007-02-27
Basic Concepts of Algebraic Topology (Undergraduate Texts in Mathematics) by F.H. Croom, 1978-03-18
Topology and Geometry (Graduate Texts in Mathematics) by Glen E. Bredon, 2010-11-02
Topology (Second Edition) by James R Munkres, 2000
A basic course in algebraic topology (v. 127) by W.S. Massey, 1980-04-29
Essentials of Topology with Applications (Textbooks in Mathematics) by Steven G. Krantz, 2009-07-28
General Topology by John Leroy Kelley, 2008-09-10
Three-Dimensional Geometry and Topology by William P. Thurston, 1997-01-17
Combinatorial Algebraic Topology (Algorithms and Computation in Mathematics) by Dimitry Kozlov, 2008-01-30
General Topology: Chapters 1-4 by Nicolas Bourbaki, 1998-09-18
Algebraic Topology by C. R. F. Maunder, 1996-06-14

lists with details

Petersburg Department Of Steklov Institute Of Mathematics
The mathematics institute of Russian Academy of Sciences, consisting of 11 laboratories mathematical physics, geometry and topology, number theory, algebra, mathematical analysis, mathematical physics, mathematical problems of physics, mathematical problems of statistical physics, statistical methods, representation theory and computing mathematics, mathematical problems of geophysics.
http://www.pdmi.ras.ru/

Extractions: contact information about the name of the institute HISTORY ACTIVITIES ... Tete-a-Tete in Russia program Petersburg Department of Steklov Institute of Mathematics belongs to Department of Mathematics of Russian Academy of Sciences This server is maintained by the webmasters of PDMI. Send comments to webmaster@pdmi.ras.ru From 9 Nov 2001 you are
Popular Texts
Textbook in Problems on Elementary topology. by O.Ya.Viro, OA.Ivanov, VM.Kharlamovand NY.Netsvetaev. Introduction into topology of Real Algebraic Varieties.
http://www.math.uu.se/~oleg/educ-texts.html

Extractions: by O.Ya.Viro, O.A.Ivanov, V.M.Kharlamov and N.Y.Netsvetaev. This is a textbook on Elementary Topology. Still, it is not finished. Hopefully, it will not be yet another textbook. Here is Foreword where we describe the collection of pedagogical ideas and tricks, which can give the first impression about the project. To find out more, take a look on the Table of Contents I would appreciate any criticism, or suggestions either on the general principles or any specific part of the text. The last version of the whole book (a PostScript file) can be taken here Russian version, which is even less complete, can be found here. This is a survey of results on projective configurations of subspaces in general position written by Julia Viro and Oleg Viro in the form of a popular introduction to the subject, with much of the material accessible to advanced high school students. However, in the part of the survey concerning configurations of lines in general position in three-dimensional space we give a complete exposition.
Links To Low-dimensional Topology: Personal Home Pages
Journals Home pages. Lowdimensional topology links home pages. Aaron Abrams,At U. of Georgia. Colin Adams, at Williams College. Ian Agol, at UIC.
http://www.math.unl.edu/~mbritten/ldt/homepage.html
Spring Topology And Dynamical Systems Conference 2003 Home Page
Lubbock, Texas, USA; 2022 March 2003.
http://www.math.ttu.edu/~wlewis/stdc/stdc.html

Extractions: Two versions of the conference logo are presented above. The logo depicts the many facets of the conference and their interconnections. Each develops in its own direction while maintaining strong connections with the core and being connected with other subject areas. The logo is itself a topological object, with the lines forming the interconnections depicting knot 5 . This logo also depicts a five-pointed star, which is appropriate for this being the third of this series of conferences in a four-year period to be held in the Lone Star State of Texas, a state which has had a major influence on the development of topology.
Topology -- From MathWorld
topology. topology is the mathematical study of properties of objects whichare preserved through deformations, twistings, and stretchings.
http://mathworld.wolfram.com/Topology.html

Extractions: Topology is the mathematical study of properties of objects which are preserved through deformations, twistings, and stretchings. (Tearing, however, is not allowed.) A circle is topologically equivalent to an ellipse (into which it can be deformed by stretching) and a sphere is equivalent to an ellipsoid . Similarly, the set of all possible positions of the hour hand of a clock is topologically equivalent to a circle (i.e., a one-dimensional closed curve with no intersections that can be embedded in two-dimensional space), the set of all possible positions of the hour and minute hands taken together is topologically equivalent to the surface of a torus (i.e., a two-dimensional a surface that can be embedded in three-dimensional space), and the set of all possible positions of the hour, minute, and second hands taken together are topologically equivalent to a three-dimensional object.
AMS Online Books/COLL27
Algebraic topology. by Solomon Lefschetz. Publication Date 1942 Number ofPages 389 pp. Publisher AMS ISBN 08218-3397-9 COLL/27.E Order Book.
http://www.ams.org/online_bks/coll27/
Zoltan Szabo
Professor, Department of Mathematics, Princeton University. Undergraduate Representative/Advisor. topology 4 Manifolds, Gauge Theory.
http://www.math.princeton.edu/~szabo/

Extractions: Princeton, NJ 08544, USA Research interests: Smooth 4-manifolds, Seiberg-Witten theory, Symplectic geometry, Low dimensional topology, Topological Quantum Field Theories. CV Publications and Preprints Events: CMI Summer School, 2004 The Clay Mathematics Institute is organizing a summer school in Floer Homology, Gauge Theory and Low Dimensional Topology from June 5-June 26, 2004, in Budapest. For more information please visit the school's homepage. The deadline for applications is March 31. The Fourth European Congress of Mathematics will be held in Stockholm, June 27-July 2, 2004. ... Monopoles and lens space surgeries
Algebraic Topology -- From MathWorld
Algebraic topology. The discipline of algebraic topology is popularly known as rubbersheetgeometry and can also be viewed as the study of disconnectivities.
http://mathworld.wolfram.com/AlgebraicTopology.html

Extractions: Algebraic Topology The study of intrinsic qualitative aspects of spatial objects (e.g., surfaces spheres tori circles ... links , configuration spaces, etc.) that remain invariant under both-directions continuous one-to-one homeomorphic ) transformations. The discipline of algebraic topology is popularly known as " rubber-sheet geometry " and can also be viewed as the study of disconnectivities . Algebraic topology has a great deal of mathematical machinery for studying different kinds of hole structures, and it gets the prefix "algebraic" since many hole structures are represented best by algebraic objects like groups and rings A technical way of saying this is that algebraic topology is concerned with functors from the topological category of groups and homomorphisms . Here, the
Maligie Sesay; Topology And Language
This article is about topology and the use of words which are found in both the English language and the Krio language of Sierra Leone.
http://s13a.math.aca.mmu.ac.uk/Chreods/Issue_8/Maligie_S/Maligie_S1.html

Extractions: TOPOLOGY AND LANGUAGE USING SIMPLE WORDS FOR SOME TOPOLOGICAL NOTIONS Introduction This article is about topology and the use of words which are found in both the English language and the Krio language of Sierra Leone. The enquiry was conducted at Njala University College during the 1991/92 and 1992/93 sessions. Those who participated were children in the final year of the primary school and first year of secondary school, undergraduate students and adults. Reference to those whose influence has contributed to this work was briefly made in proposing a method of enquiry in mathematics education (1). Perhaps the most decisive influence is due to Bishop's article titled Visualising and Mathematics in a Pretechnological Culture and Wheeler's contribution, Drawings and Representations, in (3). These two highlight the need for a cultural factor such as language to be given the attention it deserved. Wheeler, in particular, contends that `neither the Gestaltists, nor the Geneva school give much attention to the power of cultural factors, and particularly language, in describing what is seen and how it is represented'. What is reported in this article is confined to the use of ordinary everyday words in Krio for real-life situations bearing objects which can be described as topological. Following the authors of the A.T.M., the word `folk' will be used to describe such words (4). In the Sierra-Leone context, the notion of an `ordinary everyday language or folk word' needs to be explained. Like most African countries, the country is endowed with languages, at least ten. Among these is the Krio language, the national lingua franca. A striking feature of Krio is that at least 80 percent of its vocabulary is derived from a single language, English (5). Children, especially those in urban areas, are caught up in a situation in which outside the classroom they speak Krio, while inside the classroom they speak English because it is the medium of instruction at all levels of the educational system.
Shigeki Akiyama's HP
Niigata University. topology and number theory. Publications and links.
http://mathweb.sc.niigata-u.ac.jp/~akiyama/

Extractions: (To Japanese) The 3rd RIMS Workshop, `Quasi periodic tiling and related topics' was held on 25-28 Nov., 2003. Recent several years, I am mainly interested in the topological structure of tilings generated by several kind of generalized number systems. Let us take a look at some examples, First : Minimal Pisot number tiling, Second : sofic Pisot Tiling Especially I intended to characterize in an algebraic way such tilings with ordinary/extraordinary boundaries. This research has close connection with Pisot numeration system, symbolic dynamical system and Diophantine approximation. Research Interest
Topology - Wikipedia, The Free Encyclopedia
topology. From Wikipedia, the free encyclopedia. Some useful notions fromalgebraic topology. See also list of algebraic topology topics.
http://en.wikipedia.org/wiki/Topology
Free Software: Jun For Smalltalk
3D Graphics Library with topology and geometry, OpenGL graphics layer for Smalltalk, coded in VisualWorks. Open Source, GPL
http://www.sra.co.jp/people/aoki/Jun/Main_e.htm
Network Topology - Wikipedia, The Free Encyclopedia
Network topology. Network topology is determined only by the configurationof connections between nodes; it is therefore a part of Graph theory.
http://en.wikipedia.org/wiki/Network_topology
Probabilistic Combination Of Content And Links
It introduces a probabilistic model that integrates link topology (used to identify important pages), anchor text (used to augment the text of cited pages), and activation (spread to linked pages). Experiments are on MSN Directory. PDF format
http://research.microsoft.com/copyright/accept.asp?path=http://research.microsof
Matthew G. Brin Home Page
Professor Ph.D., 1977, University of WisconsinMadison At Binghamton since 1978Areas of interest Geometric topology, Combinatorial group theory Summary of
http://www.math.binghamton.edu/matt/
Easy Trace Group
Cartographic rasterto-vector conversion software with tools for topology creation, checking and editing.
http://www.easytrace.com/
Midwest Topology Seminar
Midwest topology Seminar. Funding. Recently the NSF awarded $20K to support the Midwesttopology Seminar. This is to fund approximately 10 meetings at $2K each.
http://www.math.wayne.edu/~rrb/MTS/

Extractions: Midwest Topology Seminar The Midwest Topology Seminar is a topology seminar which has run since the middle 1960's, meeting Fall, Winter and Spring of each year. Traditionally, in each year, two of the meetings are in Chicago, and one is outside Chicago. (Updated 10 April 2004) Upcoming meetings are: the Spring 2004 meeting will be Saturday, May 1 at Indiana University. the Fall 2004 meeting will be a two day event, October 9-10, at Purdue University . Recently the NSF awarded $20K to support the Midwest Topology Seminar. This is to fund approximately 10 meetings at $2K each. The money can be used to cover travel expenses for speakers and a number of participants: junior faculty and graduate students from outside the area as well as those within who need support. Ben Mann was especially interested in supporting people who might not have other forms of NSF support. In order to encourage broad attendance, limited support would be offered to several people. We hope that the sponsoring institutions would provide other funds in conjunction with this NSF support. Reimbursements will be handled through Northwestern University. Midwestern universities interested in using these funds should put in a bid for a Seminar early and advertise *broadly*, e.g. on Don Davis' list as well as here.
The Math Reference Project
An electronic archive of articles by Karl Dahlke on topics ranging from high school geometry up to graduate level topology.
http://www.mathreference.com/

Extractions: Main Page Welcome to the Math Reference project, an electronic archive of mathematical information. Topics range from high school geometry up to graduate level topology, and (almost) everything in between. You can either search by topic , scan through the site map , or search by keywords. Click here for our Email: (optional) Search: This website is free to everyone. It contains no banner ads, no text ads, and no popups. It's a clean site, and we'd like to keep it that way. You can support this effort by purchasing your Amazon.com products through our gateway. Just buy the items you would normally buy: books, disks, videos, software, toys, etc. We receive a small commission, at no cost to you. (Any math books purchased through this site automatically go through our gateway.) The button below will add a new bookmark to your favorites. Go to this bookmark (in your favorites) every time you want to buy something from Amazon.com or ToysRus.com . Thank you, and enjoy the commercial free site. All material in these pages is protected, © Karl Dahlke, 2002-2004, and may not be copied or redistributed without written consent. You may
Topology New Music
Official site of topology, a new music ensemble devoted to the best of newcomposition. topology is in the studio for the next little while.
http://www.topology.org.au/
Newton's Apple: Teacher's Guides
What does mathematics have to do with mazes? What is the history behind mazes? Are there different kinds of mazes? What is topology? David solves a maze by applying the principles of mathematics.
http://www.tpt.org/newtons/11/mazes.html

Extractions: Try This Beware the Minotaur! This fearsome mythical creature, half man and half bull, lurked in the dark corners of the Cretan labyrinth, waiting to devour young people sent by King Minos. But Theseus conquered the Minotaur and, guided by a golden thread, emerged from the labyrinth a victor! Like the legend of the Minotaur, mazes and labyrinths have long fascinated us. Ancient civilizations left stories of enormous labyrinthian buildings with up to 3,000 rooms. Hedge mazes have decorated gardens for centuries, providing entertainment and secret meeting places. Psychologists use mazes to study how animals learn. What is the difference between a maze and a labyrinth? Actually, the two names are synonymous. However, maze is used more often, perhaps because of the popular hedge mazes. Labyrinthian describes something that has maze-like qualities-your thumbprint or a house with many rooms to wander through.

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