LDR 01945nac 22003131u 4500 010 _as.n. _brel. 090 _a6681 101 _aeng 102 _aUS 100 _a20091130 frey50 200 _aTopology _bM _fSolomon Lefschetz 210 _aNew York _cAmerican Mathematical Society _d1930 215 _a1 vol. (410 p.) _d24 225 _aColloquium publications _v12 _x0065-9258 _9169109 300 _aLefschetz's Topology was written in the period in between the beginning of topology, by PoincarĂ©, and the establishment of algebraic topology as a well-formed subject, separate from point-set or geometric topology. At this time, Lefschetz had already proved his first fixed-point theorems. In some sense, the present book is a description of the broad subject of topology into which Lefschetz's theory of fixed points fits. Lefschetz takes the opportunity to describe some of the important applications of his theory, particularly in algebraic geometry, to problems such as counting intersections of algebraic varieties. He also gives applications to vector distributions, complex spaces, and Kronecker's characteristic theory. (source : AMS) 320 _aBibliogr. Index 410 _9169106 _aAMS _tColloquium publications _v0012 _x0065-9258 676 _a2010 686 _9164965 _a54Axx _bGeneral topology _xGeneralities _20 686 _9164960 _a54-01 _bGeneral topology _xInstructional exposition (textbooks, tutorial papers, etc.) _20 700 _aLefschetz _bSolomon _4070 _9168999 _f1884-1972 856 _uhttp://books.google.fr/books?id=Ln_hNNovfJUC&printsec=frontcover&hl=fr _zEdition 1934 (Google) 856 _uhttp://www.ams.org/bookstore-getitem/item=COLL-12 _zAMS 856 _uhttps://hdl.handle.net/2027/mdp.39015015617692 _zvia Hathi Trust Digital Library 905 _agf _b1990 906 _aaw _b2011-12-04 906 _aaw _b2012-05-15 995 _f08725-01 _xachat _910447 _cCMI _20 _k54 LEF _o0 _eSalle R _bCMI 001 6681