01157nam a2200193Ia 450000500170000000800410001702000120005808200160007010000230008624500880010925000080019726000210020530000180022650505690024470000230081394200080083699900170084495201020086120241211205618.0241211s1960    xx            000 0 und d  afcnm566  a515.88I/S21  aSansone, Giovanni  0aLectures on the theory of functions of a complex variable : I holomorphic functions  a1ra  aNew York :c1960  a481 páginas  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.  a Gerretsen, Johan.  yLIB  c49801d49801  00104070aBE-FCNMbBE-FCNMcTPd2017-08-28eDonacionfBuenoo515.88I/S21pFCNM870yLIBzInterno