000			01051nam a2200157Ia 4500
005			20241211205649.0
008			241211s1973 xx 000 0 und d
020			_afcnm2497
082			_a515.983I/L22
100			_aLang, Serge.
245		0	_aElliptic Functions
260			_aU.S.A : _bAddison-Wesley Publishing Company, _c1973
300			_a326 páginas
505			_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.
942			_yLIB
999			_c51718 _d51718