Introduction to Complex Analysis

By:

Priestley H A

Material type: Text

TextPublication details: New Delhi Oxford University Press 2015Edition: 2nd edDescription: xiii, 328pISBN:

9780195684070

Subject(s):

DDC classification:

515.9 PRI/I

Contents:

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

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Holdings
Item type	Current library	Home library	Call number	Status	Date due	Barcode
Book	Study Centre Pandalam ,University of Kerala Processing Center	Study Centre Pandalam ,University of Kerala	515.9 PRI/I (Browse shelf(Opens below))	Available		USCP1534

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

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