000			01042nam a2200181Ia 4500
005			20241211205618.0
008			241211s1960 xx 000 0 und d
020			_afcnm566
082			_a515.88I/S21
100			_aSansone, Giovanni
245		0	_aLectures on the theory of functions of a complex variable : I holomorphic functions
250			_a1ra
260			_aNew York : _c1960
300			_a481 páginas
505			_a1.Holomorphic functions. Power series as holomorphic functions. Elementary functions. 2.Cauchy’s integral theorem and its corol ladies expansion in Taylor series. 3.Regular and singular point-residues zeros. 4.Weierstrass’s factorization of integral functions. Cauchy’s expansion in partial fraction. Mittag-Leffler´s problem. 5. Elliptic functions. 6.Integral functions of finite order. 7.Dirichlet series. The zeta function of Riemann, the Laplace integral. 8.Summability of power series outside the circle of convergence. Sum formulas. Asymptotic series.
700			_a Gerretsen, Johan.
942			_yLIB
999			_c49801 _d49801