01909nam a2200385Ia 4500001001200000003000800012005001700020006001900037007001500056008004100071010001700112020001500129020001500144040002100159035002100180050002600201082001600227090001900243100006000262245009900322260005100421300002400472490005200496504005100548505039400599533015200993650004001145650003601185650003601221655003401257710002201291830006001313856013101373999001901504ebr10124735CaPaEBR20260707183810.0m        u        cr cn|||||||||030624s2004    nyua    sb    001 0 eng d  z  2003047258  z0511187904  z0521832683  aCaPaEBRcCaPaEBR  a(OCoLC)64748927414aQA402.5b.H375 2004eb04a519.6/4222  c148928d1201801 aHarper, Lawrence H.q(Lawrence Hueston),d1938-918929510aGlobal methods for combinatorial isoperimetric problemsh[electronic resource] /cL.H. Harper.  aNew York :bCambridge Univeristy Press,c2004.  axiv, 232 p. :bill.1 aCambridge studies in advanced mathematics ;v90  aIncludes bibliographical references and index.0 a1. The edge-isoperimetric problem -- 2. The minimum path problem -- 3. Stabilization and compression -- 4. The vertex-isoperimetric problem -- 5. Stronger stabilization -- 6. Higher compression -- 7. Isoperimetric problems on infinite graphs -- 8. Isoperimetric problems on complexes -- 9. Morphisms for MWI problems -- 10. Passage to the limit -- App. The classical isoperimetric problem.  aElectronic reproduction.bPalo Alto, Calif. :cebrary,d2009.nAvailable via World Wide Web.nAccess may be limited to ebrary affiliated libraries. 0aCombinatorial optimization.9113887 0aCalculus of variations.9110692 0aMorphisms (Mathematics)9189296 7aElectronic books.2local91902 aebrary, Inc.9191 0aCambridge studies in advanced mathematics ;v90.99234940uhttp://site.ebrary.com/lib/strathmore/Doc?id=10124735zAn electronic book accessible through the World Wide Web; click to view  c148928d120180