00975nam a2200253 a 450000500170000002000180001708200150003510000220005024500380007226000580011030000340016849000440020250000510024660000080029763000260030563000250033185600060035685600060036296400160036896502360038499700130062099900190063395200690065220251203112547.0  a9780821848562  a515.7bSCH  aSchechter, Martin  aPrinciples of functional analysis  aProvidence, R.I.bAmerican Mathematical Societyc2002  axxi, 425 p.bill.c26 cm.bPB  aGraduate studies in mathematics, v. 36.  aIncludes bibliographical references and index.  bc_  aMathematical analysis  aFunctional analysis.  f_  a_  bcdefg_  aFocuses on normed vector spaces and their important examples, Banach spaces and Hilbert spaces. This work covers topics including perturbation classes, measures of noncompactness, strictly singular operators and operator constants.  a203151 C  c163368d163368  00104070aPUbPUd2016-03-08g864.00l0o515.7 SCHp203151yBK