01168nam a2200169Ia 450000500170000000800410001702000130005808200170007110000170008824500230010526000540012830000180018250506690020094200080086999900170087795201040089420241211205649.0241211s1973    xx            000 0 und d  afcnm2497  a515.983I/L22  aLang, Serge. 0aElliptic Functions  aU.S.A :bAddison-Wesley Publishing Company,c1973  a326 páginas  a1.Elliptic functions. 2.Hormomorphisms. 3.The modular function. 4.Fourier expansions. 5.The modular equation. 6.Higher levels. 7.Automorphisms of the modular functions field. 8.Results from algebraic number theory. 9.Reduction of elliptic curves. 10.Complex multiplication. 11.Shimura’s reciprocity law. 12.The function. 13.The l-adict and p-adic representation of deuring. 14.Ihara’s theory. 15.The tate parametrization. 16.The Isogeny theorems. 17.Division points over number fields.. 18.Product expansions. 19.The fundamental theta function. 20.The Kronecker limit formulas. 21.The first limit formula and L-series. 22.The second limit formula and L-series.  yLIB  c51718d51718  00104070aBE-FCNMbBE-FCNMcTPd2018-09-18eDonacionfBuenoo515.983I/L22pFCNM3924yLIBzInterno