Title: Creation And 40 Years Development Of A Journal In the early fifties, charles ehresmann had organized a Topology Seminar inStrasbourg, charles ehresmann uvres complètes et commentées , http://www.cs.le.ac.uk/people/ah83/cat-myths/myth0003.html
Extractions: Title: Creation and 40 years evolution of a Journal Dates: 1957-2000 Creation and 40 years evolution of a journal: In the early fifties, Charles Ehresmann had organized a Topology Seminar in Strasbourg, the proceedings of which were published in 3 volumes, under the title: Colloque de Topologie de Strasbourg ". Hence Charles' 1957-58 Seminar was published under the title: ", Vol. I. rd cycle" thesis (on infinite-dimensional polyhedrons), in this volume, and not only the part I had exposed in his seminar. Thus, to have more freedom, we thought of creating an independent publication, not only devoted to the proceedings of the Seminar. The fortuitous meeting of an unused 'Varityper' machine allowed the realization of this project. Until 1966, volumes appeared without strict periodicity (about one volume per annum) and the initial title changed little by little to become in 1966: In 1967 the " Cahiers " were converted into a formal quarterly journal (with no more links with the Seminar), and their current presentation was adopted. From 1967 to 1972, they were published by the Editions Dunod. But a merger of Dunod in 1972 raised problems, and we decided to publish them ourselves, in Paris until 1975, then in Amiens. In Paris, most of the composition of the texts was carried out by secretaries made available for this journal by the "Centre National de la Recherche Scientifique". But when we moved to Amiens at the end of 1975, we had to give up this material aid, whose maintenance was subordinated to conditions unacceptable for us.
This Takes Back The Text Of A Talk Given By Andrée C charles ehresmann uvres complètes et commentées Part I. (abbreviated in CE I).Slight corrections have been made, in particular references to charles http://www.cs.le.ac.uk/people/ah83/cat-myths/myth0002.html
Extractions: Title: Charles Ehresmann Characters: Charles Ehresmann Dates: 1905-1979 Seminarberichte " Part I (abbreviated in CE I). Slight corrections have been made, in particular references to Charles' works have been simplified, just indicating in which Part of the "Oeuvres" the papers are reprinted. CHARLES EHRESMANN I have been deeply moved by your idea of dedicating this meeting to my husband. Please excuse me if this talk is somewhat informal, and if my english (which has never been very good) is particularly awful. But my husband died only one month ago, after a year long illness during which he needed incessant care. In any case, it would not have been possible for me to speak objectively about Charles, since we have been so closely related for 22 years. Hence this talk will be mixing Mathematics and more personal recollections; but this is not too inadequate in a Category meeting, our life having been completely devoted to Mathematics, and more precisely to Category Theory and its Applications. Even when he was very ill, Charles often repeated that he wanted to do mathematics; he still said it during the two days of wakefulness which preceded his death. § l. His liking of Travels
Index 1-26 Directeur de la publication Andrée charles ehresmann, Professeur EmériteUniversité de Picardie charles ehresmann Oeuvres complètes et commentées http://perso.wanadoo.fr/vbm-ehr/CT/CT21.htm
Extractions: PRESENTATION - ISSN 1245-530X (formerly ISSN 0008-0004) The " Cahiers " are a quarterly Journal with one Volume a year (divided in 4 issues). They publish original papers in Mathematics, the center of interest being the Theory of Categories and its applications, specially in Topology and Differential Geometry. Manuscripts submitted for publication should be sent, in 2 copies, to one of the Editors. Directeur All correspondence concerning the subscriptions is to be sent to Mme Ehresmann 33 rue Saint-Leu F-80039 Amiens. France E-mail: ehres@u-picardie.fr Subscription price 2002 : Editorial Board) Chief-Editor A.C. Ehresmann ehres@u-picardie.fr Associate Editors J. Adamek Technical University Braunschweig, Postfach 3329, D-38023 Braunschweig, Allemagne, adamek@iti.cs.tu-bs.de Marta Bunge bunge@triples.math.mcgill.ca R. Guitart guitart@math.jussieu.fr P. Johnstone DPMMS, Centre for Mathematical Sciences, Wilberforce Road, Cambridge CB3 0WB, U.K, ptj@pmms.cam.ac.uk A. Kock Matematisk Institut, Aarhus Universitet, Ny Munkegade, DK-8000 Aarhus C., Denmark
Charles-Michel Marle The works of charles ehresmann on connections from Cartan connections toconnections on fibre bundles, and some modern applications. http://www.math.jussieu.fr/~marle/
@STRING{cahiers = Cah\-iers De Topo\-lo\-gie Et G\ E\-o\-m\ E @ARTICLE{bastehres, author = Bastiani, Andr\ ee and charles ehresmann , @TECHREPORT{ehrkan, author = ehresmann, charles , title = Introduction to http://www.cwru.edu/artsci/math/wells/pub/bib/sketch.bib
**************** Geometry and Topology of Manifolds. The Mathematical Legacy of charles ehresmann.the hundredth anniversary of charles ehresmanns birthday http://im0.p.lodz.pl/konferencje/bedlewo2005/program.htm
Extractions: The Mathematical Legacy of Charles Ehresmann the hundredth anniversary of Charles Ehresmanns birthday Under the auspices of Prof Jan Krysiñski Rector of the Technical University of £ód the jubilee of the 60th anniversary of existence of the Technical University of £ód MONDAY TUESDAY WEDNESDAY THURSDAY ... SATURDAY MONDAY May 9, 2005 " The Mathematical Legacy of Charles Ehresmann " Session I P. Libermann , "C.Ehresmann concepts in Differential Geometry" A. Ehresmann "How Charles Ehresmann's vision of Geometry developed with time (will be read by Ronni Brown) letters from P. Molino and Wu Wen-Tsun (will be read by Ronni Brown) free reminescences on Professor Ehresmann Ch.-M. Marle , "The works of Charles Ehresmann on connections: from Cartan connections to connections on fibre bundles and their modern applications" " The Mathematical Legacy of Charles Ehresmann " Session II R. Brown
Lectures 9, Andree, ehresmann, (the widow), How charles ehresmann s vision of Geometrydeveloped 26, charlesMichel, Marle, The works of charles ehresmann on http://im0.p.lodz.pl/konferencje/bedlewo2005/lectures.htm
Extractions: Lectures Nr Name Surname Title Abstract Mail HTTP Kojun Abe "On the first homology group of the group of diffeomorphisms of a smooth orbifold and its applications" Abdelouahab Arouche "Restriction properties of equivariant K-theory rings" Bogdan Balcerzak "Secondary characteristic classes for extensions of anchored Leibniz algebras" Marcin Bobienski "On SO(3) geometry in dimension five" (joint work with P. Nurowski) Serge Bogdanovich Maciej Borodzik "Classification of complex plane affine algebraic curves with zero Euler Characteristic" (with Henryk Å»oÅÄ dek) Ronnie Brown "Local-to-global, Higher dimensions: Three themes in the work of Charles Ehresmann" Beniamino Cappelletti Montano "On Legendrian foliations on almost S-manifolds" Andree Ehresmann (the widow), "How Charles Ehresmann's vision of Geometry developed with time" will be read by Ronnie Brown Juergen Eichhorn "Characteristic numbers and the Novikov conjecture for open manifolds" Alexander Ermolitski "On universality of Kaehlerian manifold" Janusz Grabowski "Chevalley-Eilenberg cohomology of some infinite-dimensional algebras of geometric origin" (together with Norbert Poncin) Sarah Hansoul "Existence of natural and projectively equivariant quantizations" Jean-Claude Hausmann "Control of robot arms and Moebius transformation" Johannes" Huebschmann "Stratified Kaehler structures on adjoint quotients" Josef Janyska "Higher order Utiama's theorem" Giorgi Khimshiashvili "Loop spaces and Riemann-Hilbert problems" (joint results with B.Bojarski)
Ehresmann's Theorem - Wikipedia, The Free Encyclopedia is a locally trivial fibration. This is a foundational result in differentialtopology, and exists in many further variants. It is due to charles ehresmann. http://en.wikipedia.org/wiki/Ehresmann's_theorem
CategoryMathematician Stubs - Wikipedia, The Free Encyclopedia Cesare Arzelà Ch in ChiuShao charles ehresmann charles Fefferman charles Hermite charles Jean de la Vallée-Poussin charles Julien Brianchon http://en.wikipedia.org/wiki/Category:Mathematician_stubs
Math Lessons - Charles Ehresmann Math Lessons charles ehresmann. charles ehresmann. (Redirected from ehresmann).charles ehresmann (1905-1979) was a French mathematician who worked on http://www.mathdaily.com/lessons/Ehresmann
Extractions: Search algebra arithmetic calculus equations ... more applied mathematics mathematical games mathematicians more ... French mathematicians (Redirected from Ehresmann Charles Ehresmann ) was a French mathematician who worked on differential topology and category theory . He is known for work on the topology of Lie groups , the jet concept (see jet bundle ), and his seminar on category theory. He attended the École Normale Supérieure in Paris before performing a years military service. In 1957 he founded the mathematical journal Cahiers de Topologie et Géometrie Différentielle Categoriques Dieudonné describes Ehresmann's personality as " ... distinguished by forthrightness, simplicity, and total absence of conceit or careerism. As a teacher he was outstanding, not so much for the brilliance of his lectures as for the inspiration and tireless guidance he generously gave to his research students ... Categories 1905 births 1979 deaths French mathematicians Last updated: 08-31-2005 19:08:43 algebra arithmetic calculus equations ... mathematicians
Conference: Geometry And Topology Of Manifolds The session at Bedlewo dedicated to the memory of charles ehresmann, Ronnie BROWN (UK), Pierre CARTIER (France), Andrée charles ehresmann (France), http://www.impan.gov.pl/BC/05Geom-Top.html
Extractions: To the Scientific Committee belong also: Dmitri Alekseevsky (UK), Bogdan Bojarski (Poland), Janusz Grabowski (Poland), Alexander Mishchenko (Russia), Nicola Teleman (Italy), Janos Szenthe (Hungary), Wlodzimierz Tulczyjew (Italy), Yanlin Yu (China), Weiping Zhang (China). The main aim of the conference series is to present and discuss new results on geometry and topology of manifolds with the particular attention being paid to applications of algebraic methods. The topics usually discussed include:
Program For 2005 The Mathematical Legacy of charles ehresmann. 8 15 May, Bedlewo. Jan Kubarski (Lódz),Jean Pradines (Toulouse), Tomasz Rybicki (Cracow), Robert Wolak http://www.impan.gov.pl/BC/2005.html
Extractions: (supported by the Banach Center) H.-D. Alber (Darmstadt), W. ZajÄ czkowski (Warsaw) (supported by the Banach Center) R. Ger (Katowice) (supported by the Banach Center) Jan Hauke, Augustyn Markiewicz (chair) , Tomasz Szulc, Waldemar WoÅyÅski (PoznaÅ) A. Langer, P. Pragacz (Warszawa), H. Tutaj-GasiÅska (Krak³w) M. Rams (Warszawa) 7-th Conference on Geometry and Topology of Manifolds
Charles Ehresmann: Information From Answers.com Collected Works in Mathematics and Statisticscharles ehresmann, Gotthold Eisenstein, Paul Erdös ehresmann, charles, 19051979,Oeuvres complètes et commentées, 2, QA 611 C235 v.21, Killam http://www.answers.com/topic/charles-ehresmann
Charles Leslie Stevenson -- Facts, Info, And Encyclopedia Article Karl Wilhelm Reinmuth charles ehresmann Giuseppe Meazza Guy Bolton Nicholas Monsarrat Edward Ardizzone Ludmila Pajdusáková Ivan Vïshnegradsky http://www.absoluteastronomy.com/encyclopedia/c/ch/charles_leslie_stevenson.htm
Extractions: Charles Leslie Stevenson (1908-1979) was an American (A specialist in philosophy) philosopher primarily concerned with (The philosophical study of moral values and rules) ethics (Click link for more info and facts about philosophy of language) philosophy of language , and (The message that is intended or expressed or signified) meaning . He was a (Someone who is a member of the faculty at a college or university) professor at (A university in Connecticut) Yale University from 1939 to 1946 and at the (A university in Ann Arbor, Michigan) University of Michigan from 1946 to 1977. He studied in (A division of the United Kingdom) England with (British philosopher born in Austria; a major influence on logic and logical positivism (1889-1951)) Wittgenstein and (English philosopher (1873-1958)) G. E. Moore
Nicolas Bourbaki -- Facts, Info, And Encyclopedia Article (Click link for more info and facts about charles ehresmann) charlesehresmann, (Click link for more info and facts about René de Possel) René de Possel http://www.absoluteastronomy.com/encyclopedia/n/ni/nicolas_bourbaki.htm
Extractions: Nicolas Bourbaki is the collective (A fictitious name used when the person performs a particular social role) pseudonym under which a group of mainly (The Romance language spoken in France and in countries colonized by France) French (Click link for more info and facts about 20th-century) 20th-century (A person skilled in mathematics) mathematician s wrote a series of books presenting an exposition of modern advanced (A science (or group of related sciences) dealing with the logic of quantity and shape and arrangement) mathematics , beginning in 1935. With the goal of founding all of mathematics on (The branch of pure mathematics that deals with the nature and relations of sets) set theory , the group strove for utmost (Excessive sternness) rigour and generality, creating some new terminology and concepts along the way.
Research charles ehresmann A Great Man and Mathematician. Research, aimed to develop someideas of charles ehresmann. Ph.D. in Mathematics in 1985, for papers on http://www.dekovsoft.com/ddekov/research.htm
Bibliography ehresmann, charles, 19051979, Oeuvres completes et commentees, Amiens, Cahiers detopologie et geometrie differentielle, 1980-84 http://www.library.cornell.edu/math/bibliography/display.cgi?start=E&
Electronic Research Announcements AC ehresmann, editor. charles ehresmann OEuvres complètes et commentées.Seven volumes. Imprimerie Evrard, Amiens, 1984. 10. PJ Higgins and KCH Mackenzie. http://www.ams.org/era/1998-04-11/S1079-6762-98-00050-X/home.html
Extractions: Retrieve article in: PDF DVI TeX PostScript ... Forward Citations Abstract: We show that the Manin triple characterization of Lie bialgebras in terms of the Drinfel'd double may be extended to arbitrary Poisson manifolds and indeed Lie bialgebroids by using double cotangent bundles, rather than the direct sum structures (Courant algebroids) utilized for similar purposes by Liu, Weinstein and Xu. This is achieved in terms of an abstract notion of double Lie algebroid (where double is now used in the Ehresmann sense) which unifies many iterated constructions in differential geometry. References: MR A. L. Besse.
Bulletin Of The American Mathematical Society Reprinted in charles ehresmann \oe uvres complètes et commentées, I1, I-2.Topologie algébrique et géométrie différentielle. Cahiers Topologie et Géom. http://www.ams.org/bull/2005-42-02/S0273-0979-05-01048-7/home.html
Extractions: Retrieve article in: PDF DVI TeX PostScript ... Additional information Abstract: We review the history of modern immersion-theoretic topology during the period 1959-1973, beginning with the work of S. Smale followed by the important contributions from the Leningrad school of topology, including the work of M. Gromov. We discuss the development of the major geometrical ideas in immersion-theoretic topology during this period. Historical remarks are included and technical concepts are introduced informally. References: Adachi, M., 1993. Embeddings and immersions. Transl. Math. Monographs, Vol. 124, Amer. Math. Soc., Providence, RI.
Times Obituary He wrote his doctoral thesis in algebraic topology under Henri Cartan in 1951,and then, inspired by charles ehresmann, moved in a more geometric direction. http://www.aam314.vzz.net/Thom.html
Extractions: Rene Thom, French mathematician, Fields Medallist, philosopher, and the creator of catastrophe theory, was born in Montbeliard on September 2, 1923. He died at Bures-sur-Yvette on October 25, 2002, aged 79. Rene Thom was the co-founder (with Hassler Whitney) of the two new mathematical fields of differential topology and singularity theory. During the 1950s he invented the key tools of these fields, created cobordism theory and classified generic singularities of smooth maps. Cobordism is a way of classifying manifolds, the higher dimensional analogues of spheres and other curved surfaces. When one manifold is mapped into another there are points where the first is unavoidably crinkled up, and these points are called singularities. Manifolds and singularities are fundamental to geometry, and to the understanding of all branches of pure and applied mathematics that use equations. For this work Thom was awarded in 1958, at the age of 35, a Fields Medal, the equivalent in mathematics of a Nobel Prize. Three years later he was appointed to a permanent professorship at the newly created Institut des Hautes Etudes Scientifiques at Bures-sur-Yvette near Paris, where he remained for the rest of his life.
