01049nlm0-22003251i-450-990001014480403321981-02-4643-9000101448FED01000101448(Aleph)000101448FED0100010144820020528d2001----km-y0itay50------baengSG----a---001yy<<On >>certain unitary representations of an infinite group of transformationsby Léon Van Hovetranslated by Marcus Berg and Cécile DeWitt-MoretteSingapore [etc.]World Scientificc2001ix, 91 p.22 cmTeoria dei gruppiPrincipi di simmetriaHove,Léon : van12749Berg,MarcusDeWitt-Morette,CécileITUNINARICAUNIMARCBK99000101448040332110A-158D.S.F. 7562FI1FI1Certain unitary representations of an infinite group of transformations355111UNINA00934nam a22002411i 450099100186568970753620031230142805.0040407s1951 it |||||||||||||||||lat b12835079-39ule_instARCHE-081469ExLDip.to Scienze StoricheitaA.t.i. Arché s.c.r.l. Pandora Sicilia s.r.l.Marullo, Michele<1453-1500> 206119Michaelis Marulli Carmina /edidit Alessandro PerosaTurici :in Aedibus Thesauri mundi,1951XLIV, 261 p. ;22 cmThesaurus mundi ;4Perosa, Alessandro.b1283507902-04-1416-04-04991001865689707536LE009 Coll. VIII, 412009000179660le009-E0.00-no 00000.i1338767416-04-04Michaelis Marulli Carmina296703UNISALENTOle00916-04-04ma -latit 01