01355nam a2200361Ia 4500001001000000003000700010005001700017006001900034007001500053008004100068020003600109020002700145035002200172035002300194035002500217035002300242035002100265040004100286050002100327082001500348111007700363245009500440260004600535300001400581500012500595504005100720650004100771650001400812655002200826700002900848710002000877856009600897EBC312399MiAaPQ20250821102511.0m     o  d |      cr cnu||||||||070807s2007    enk     ob    101 0 eng d  a9781860948657q(electronic bk.)  z9781860948008q(print)  a(MiAaPQ)EBC312399  a(Au-PeEL)EBL312399  a(CaPaEBR)ebr10188810  a(CaONFJC)MIL112071  a(OCoLC)476100205  aMiAaPQbengerdaepncMiAaPQdMiAaPQ 4aQA613b.S86 20030 a516.362222 aSummer School on Hodge Theoryd(2003 :cByeonsan Peninsula, South Korea)14aThe Hodge theory of projective manifoldsh[electronic resource] /cMark Andrea de Cataldo.  aLondon :bImperial College Press,cc2007.  ax, 102 p.  aEight lectures from the Summer School on Hodge Theory at the Byeonsan Peninsula in South Korea, July 22 - July 27, 2003.  aIncludes bibliographical references and index. 0aManifolds (Mathematics)vCongresses. 0aTopology. 4aElectronic books.1 aDe Cataldo, Mark Andrea.2 aProQuest (Firm)40uhttps://ebookcentral.proquest.com/lib/kuct-ebooks/detail.action?docID=312399zClick to View