The exam covers Chapters 1-6 in the book.
The exam will be based on the material covered in homework assignments.
No calculators are allowed.
You may bring two handwritten sheets of
paper with formulas. The exam books will be provided.
topics to study (in addition to the HW):
Cauchy formula for f(z) and also for its derivatives
Maximum modulus theorem
Gauss' mean value formula
Taylor series; estimate of the remainder using Cauchy formula for the derivatives
Laurent series; integral formula for coefficients
integration, differentiation, product of Laurent series
residues; Residue theorem
types of isolated singularities, order of poles and zeros, residues at poles