01862cam0-22006491i-450 99000127734040332120220907110941.00-07-048447-3000127734FED01000127734(Aleph)000127734FED0100012773420001205d1962----km-y0itay50------baengUSa-------001yy<<The >>Fourier integral and its applicationsAthanasios PapoulisNew YorkMcGraw-Hill1962ix, 318 p.23 cmMcGraw-Hill electronic sciences seriesAnalisi di FourierAnalisi funzionaleTeoria degli operatori e delle trasformazioni integraliCalcolo delle variazioniDifferenze finiteTrasformazioni di Fourier e LaplaceFunzioni di variabile complessa515.243510515517.4-9629Papoulis,Athanasios<1921-2002>1556ITUNINARICAUNIMARCBK990001277340403321MXII-A-51118MAS5-G-294845MA15-G-29-BIS12320MA102 43 B 378079FINBN02 43 B 336505FINBN02 43 B 346743FINBN13 K 13 1131845FINBC16-0352769FI116-035.0018623FI116-035.002D.S.F. 6057FI110 B II 324889DINEL04 020-12IRC 679/LDINCHMA1FINBNFINBCMASFI1DINELDINCH42-02Fourier integral and its applications187938UNINA