0331412 Complex Analysis (3 Credit Hours)
Course Description :Complex numbers: geometric interpretation, polar form, exponential form: powers and roots; regions in the  complex  plane;  analytic  functions; functions of complex variables: exponential and logarithmic functions ; trigonometric and hyperbolic functions;  definite integrals; Cauchy theorem; Cauchy integral formula; Series; convergence of sequence and series, Taylor series; Laurrent series; uniform convergence; integration and differentiation of power series, zeros of analytic functions; singularity ; principle part; residues; poles; residue theorem of a function; residues at poles; evaluation of improper integrals; integration through a branch cut.
Department :Mathematics
Program :Bachelor of Mathematics
Course Level :Bachelor
Course Outline :
0331412 New.pdf