01391nam a22003494a 4500001001200000003000800012006001900020007001500039008004100054010001700095020003600112040002100148035002100169050002300190072001300213082001500226100002300241245008400264260005200348300001600400490007800416504006600494533015200560650002400712650002100736655002900757700002900786710001700815830006400832856012600896999001901022ebr10194849CaPaEBRm        u        cr cn|||||||||030303s2003    gw      sb    001 0 eng    z  2003043999  z3110175509 (cloth : alk. paper)  aCaPaEBRcCaPaEBR  a(OCoLC)23216004014aQA612b.I94 2003eb 7aQA2lcco04a514/.22211 aIze, Jorge,d1946-10aEquivariant degree theoryh[electronic resource] /cJorge Ize, Alfonso Vignoli.  aBerlin ;aNew York :bWalter de Gruyter,c2003.  axix, 361 p.1 aDe Gruyter series in nonlinear analysis and applications,x0941-813X ;v8  aIncludes bibliographical references (p. [337]-358) and index.  aElectronic reproduction.bPalo Alto, Calif. :cebrary,d2013.nAvailable via World Wide Web.nAccess may be limited to ebrary affiliated libraries. 0aTopological degree. 0aHomotopy groups. 7aElectronic books.2local1 aVignoli, Alfonso,d1940-2 aebrary, Inc. 0aGruyter series in nonlinear analysis and applications ;v8.40uhttp://site.ebrary.com/lib/rucke/Doc?id=10194849zAn electronic book accessible through the World Wide Web; click to view  c114202d114202