000060471 000__ 00985pam\a2200313W\\4500 000060471 001__ 60471 000060471 005__ 20210513022209.0 000060471 008__ 731211s1974\\\\nyu\\\\\\b\\\\00110\eng\\ 000060471 010__ $$a73-000794 000060471 020__ $$a0122327500 000060471 035__ $$a(OCoLC)ocm00793381 000060471 035__ $$a00065389 000060471 035__ $$9AAG2096SI 000060471 035__ $$a60471 000060471 040__ $$aDLC$$cDLC$$dm.c.$$dISE 000060471 049__ $$aISEA 000060471 0500_ $$aQA3$$b.P8 vol. 58$$aQA241 000060471 082__ $$a510/.8 s$$a512/.73 000060471 099__ $$aQA3 QA241 .P8 vol. 58 000060471 1001_ $$aEdwards, Harold M. 000060471 24510 $$aRiemann's zeta function$$c[by] H. M. Edwards. 000060471 260__ $$aNew York,$$bAcademic Press,$$c1974. 000060471 300__ $$axiii, 315 p.$$c24 cm. 000060471 4901_ $$aPure and applied mathematics; a series of monographs and textbooks,$$v58 000060471 504__ $$aBibliography: p. 306-310. 000060471 650_0 $$aNumber theory. 000060471 650_0 $$aFunctions, Zeta. 000060471 830_0 $$aPure and applied mathematics (Academic Press),$$v58. 000060471 85200 $$bgen$$hQA3 .P8 $$ivol. 58 000060471 909CO $$ooai:library.usi.edu:60471$$pGLOBAL_SET 000060471 966__ $$c 1$$lUSIGEN$$mBKGEN$$sQA3 QA241 .P8 vol. 58$$xISEA$$z050$$b39203008510682 000060471 980__ $$aBIB 000060471 980__ $$aBOOK