TY  - GEN
AU  - Copson, E.T.
TI  - An introduction to the theory of functions of a complex variable / 
U1  - 515.9,COP 
PY  - 1935///
CY  - Oxford
PB  - OUP
KW  - Complex varaibles
N1  - Complex Numbers (Page-1), The Convergence of Infinite Series (Page-13), Functions of a Complex Variables (Page-32), Cauchy’s Theorems (Page-52), Uniform Convergence (Page-92), The Calculus of Residues (Page-117), Integral Functions (Page-158), Conformal Representations (Page-180), The Gamma Function(Page-205), The Hyper geometric Functions (Page-233), Bessel Functions (Page-313), The Elliptic Functions of Welierstrass (Page-345),  Jacobi Elliptic Functions (Page-380), Elliptic Modular Functions and Picard’s Theorem  (Page-421)
ER  -