TY  - BOOK
AU  - Priestley H A
TI  - Introduction to Complex Analysis
SN  - 9780195684070
U1  - 515.9 
PY  - 2015///
CY  - New Delhi
PB  - Oxford University Press
KW  - Complex Analysis
KW  - Analysis
KW  - Mathematics
N1  - Includes bibliographical references and index; Complex numbers
Geometry in the complex plane
Topology and analysis in the complex plane
Holomorphic functions
Complex series and power series
A menagerie of holomorphic functions
Paths
Multifunctions: basic track
Conformal mapping
Cauchy's theorem: basic track
Cauchy's theorem: advanced track
Cauchy's formulae
Power series representation
Zeros of holomorphic functions
Further theory of holomorphic functions
Singularities
Cauchy's residue theorem
Contour integration: a technical toolkit
Applications of contour integration
The Laplace transform
The Fourier transform
Harmonic functions and holomorphic functions
Bibliography
Notation index
Index
ER  -