01515cam0-22005411i-450-99000118739040332120050511155921.0000118739FED01000118739(Aleph)000118739FED0100011873920001205d1951----km-y0itay50------baengUSy-------001yyFunctional operatorsby John Von NeumannPrincetonPrinceton University Press1950 [i.e. 1951]2 v.25 cmAnnals of mathematics studies21-0221.: Measures and integrals2.: The geometry of orthogonal spaces<<The >>geometry of orthogonal spacesMeasures and integralsAlgebra lineare e multilineareGeometriaAnalisi funzionaleAnalisi numericaAlgebre astratte511512515517.00//517.36515.42Von Neumann,John12895ITUNINARICAUNIMARCBK990001187390403321MXXIX-A-3312368bisMASMXXIX-A-3302368MASC-11-(21571MA1C-11-(22572MA114A-003829FI102 29 A 121948FINBNMA1MASFI1FINBNFunctional Operators336312UNINA01551nam a2200373 i 450099100136529970753620020507192138.0971209s1997 us ||| | eng 0824700309b10837413-39ule_instLE01311156ExLDip.to Matematicaeng515.35AMS 34-06AMS 34B24AMS 65-06QA379.S68Conference on Sturm-Liouville <1996 ; University of Tennessee, Knoxville>536903Spectral theory and computational methods of Sturm-Liouville problems /edited by Don Hinton, Philipp W. SchaeferNew York :Marcel Dekker,c1997viii, 399 p. ;25 cmLecture notes in pure and applied mathematics,0075-8469 ;191Proceedings of a 1996 conference held at the University of Tennessee, Knoxville, in conjunction with the 26th Barrett memorial lecture seriesIncludes indexSpectral theoryCongressesSturm-Liouville equation-numerical solutionsCongressesHinton, DonSchaefer, P. W..b1083741323-02-1728-06-02991001365299707536LE013 34-XX HIN11 (1997)12013000091853le013-E0.00-l- 01010.i1094711528-06-02Spectral theory and computational methods of Sturm-Liouville problems924016UNISALENTOle01301-01-97ma -engus 01