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Introduction to the theory of entire functions, Volume 56 (Pure and Applied Mathematics) by Anthony Stanley Bassett Holland is a nonfiction available to read on EtoBox.

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Introduction to the Theory of Entire Functions......Page 4 Copyright Page......Page 5 Contents......Page 6 Preface......Page 10 1.1 The Nature of Singular Points......Page 14 1.2 Meromorphic Functions (Definition)......Page 17 1.3 Entire Functions (Definition)......Page 18 1.4–1.8 Maximum and Minimum Modulus......Page 19 1.9 Order of Zeros......Page 26 1.10 Algebraic Entire Functions......Page 27 1.11 Rate of Increase of Maximum Modulus and Definition of Order......Page 28 1.12 The Disjunction of Zeros of a Nonconstant Entire Function......Page 29 1.13–1.14 Fundamental Properties of the Complex Number System: Elementary Theorems on Zeros of Entire Functions......Page 30 1.15 Hadamard's Three-Circle Theorem and Convexity......Page 32 1.16 Infinite Products......Page 35 2.1 Residues......Page 39 2.2–2.3 Expansion of a Meromorphic Function......Page 40 2.4 Expansion of an Entire Function......Page 42 2.6 Hurwitz's Theorem......Page 43 2.7 Picard Theorems for Functions of Finite Order......Page 44 3.1 Inequalities for R {f(z)}......Page 53 3.2 Poisson's Integral Formula......Page 55 3.3 Jensen's Theorem......Page 56 3.4 The Poisson–Jensen Formula......Page 60 3.5 Carleman's Theorem....

Who reads Introduction to the theory of entire functions, Volume 56 (Pure and Applied Mathematics)?

Author

Anthony Stanley Bassett Holland

Publisher

Academic Press, Incorporated

Published

1973

Language

EN

ISBN

9780080873718

Category

nonfiction

Subjects

Mathematics, Stem

Updated

2026-03-24