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The Mathematical-Function Computation Handbook

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Cover of 'The Mathematical-Function Computation Handbook'

Table of Contents

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    Book Overview
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    Chapter 1 Introduction
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    Chapter 2 Iterative solutions and other tools
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    Chapter 3 Polynomial approximations
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    Chapter 4 Implementation issues
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    Chapter 5 The floating-point environment
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    Chapter 6 Converting floating-point values to integers
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    Chapter 7 Random numbers
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    Chapter 8 Roots
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    Chapter 9 Argument reduction
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    Chapter 10 Exponential and logarithm
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    Chapter 11 Trigonometric functions
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    Chapter 12 Hyperbolic functions
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    Chapter 13 Pair-precision arithmetic
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    Chapter 14 Power function
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    Chapter 15 Complex arithmetic primitives
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    Chapter 16 Quadratic equations
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    Chapter 17 Elementary functions in complex arithmetic
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    Chapter 18 The Greek functions: gamma, psi, and zeta
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    Chapter 19 Error and probability functions
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    Chapter 20 Elliptic integral functions
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    Chapter 21 Bessel functions
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    Chapter 22 Testing the library
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    Chapter 23 Pair-precision elementary functions
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    Chapter 24 Accuracy of the Cody/Waite algorithms
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    Chapter 25 Improving upon the Cody/Waite algorithms
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    Chapter 26 Floating-point output
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    Chapter 27 Floating-point input
Attention for Chapter 26: Floating-point output
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Chapter title
Floating-point output
Chapter number 26
Book title
The Mathematical-Function Computation Handbook
Published by
Springer, Cham, January 2017
DOI 10.1007/978-3-319-64110-2_26
Book ISBNs
978-3-31-964109-6, 978-3-31-964110-2
Authors

Nelson H. F. Beebe

View on publisher site

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