Sale!

Handbook of Floating Point Arithmetic 2nd Edition by Jean Michel Muller, Nicolas Brunie, Florent De Dinechin, Claude Pierre Jeannerod, Mioara Joldes, Vincent Lefèvre, Guillaume Melquiond, Nathalie Revol, Serge Torres ISBN 9783319765266 3319765264

Name: Handbook of Floating Point Arithmetic 2nd Edition by Jean Michel Muller, Nicolas Brunie, Florent De Dinechin, Claude Pierre Jeannerod, Mioara Joldes, Vincent Lefèvre, Guillaume Melquiond, Nathalie Revol, Serge Torres ISBN 9783319765266 3319765264
SKU: EB-48690218
Availability: InStock

Original price was: $50.00.Current price is: $25.00.

Handbook of Floating Point Arithmetic 2nd Edition Jean Michel Muller Nicolas Brunie Florent De Dinechin Claude Pierre Jeannerod Mioara Joldes Vincent Lefèvre Guillaume Melquiond Nathalie Revol Serge Torres Digital Instant Download

Author(s): Jean Michel Muller Nicolas Brunie Florent de Dinechin Claude Pierre Jeannerod Mioara Joldes Vincent Lefèvre Guillaume Melquiond Nathalie Revol Serge Torres

Edition: 2

File Details: PDF, 8.94 MB

Year: 2018

Language: english

SKU: EB-48690218 Category: Computers - Computer Science Tag: Jean Michel Muller Nicolas Brunie Florent de Dinechin Claude Pierre Jeannerod Mioara Joldes Vincent Lefèvre Guillaume Melquiond Nathalie Revol Serge Torres

Description

Handbook of Floating Point Arithmetic 2nd Edition by Jean Michel Muller, Nicolas Brunie, Florent De Dinechin, Claude Pierre Jeannerod, Mioara Joldes, Vincent Lefèvre, Guillaume Melquiond, Nathalie Revol, Serge Torres – Ebook PDF Instant Download/Delivery: 9783319765266 ,3319765264
Full download Handbook of Floating Point Arithmetic 2nd Edition after payment

Product details:
ISBN 10: 3319765264
ISBN 13: 9783319765266
Author: Jean Michel Muller, Nicolas Brunie, Florent De Dinechin, Claude Pierre Jeannerod, Mioara Joldes, Vincent Lefèvre, Guillaume Melquiond, Nathalie Revol, Serge Torres

This handbook is a definitive guide to the effective use of modern floating-point arithmetic, which has considerably evolved, from the frequently inconsistent floating-point number systems of early computing to the recent IEEE 754-2008 standard. Most of computational mathematics depends on floating-point numbers, and understanding their various implementations will allow readers to develop programs specifically tailored for the standard’s technical features. Algorithms for floating-point arithmetic are presented throughout the book and illustrated where possible by example programs which show how these techniques appear in actual coding and design. The volume itself breaks its core topic into four parts: the basic concepts and history of floating-point arithmetic; methods of analyzing floating-point algorithms and optimizing them; implementations of IEEE 754-2008 in hardware and software; and useful extensions to the standard floating-point system, such as interval arithmetic, double- and triple-word arithmetic, operations on complex numbers, and formal verification of floating-point algorithms. This new edition updates chapters to reflect recent changes to programming languages and compilers and the new prevalence of GPUs in recent years. The revisions also add material on fused multiply-add instruction, and methods of extending the floating-point precision. As supercomputing becomes more common, more numerical engineers will need to use number representation to account for trade-offs between various parameters, such as speed, accuracy, and energy consumption. The Handbook of Floating-Point Arithmetic is designed for students and researchers in numerical analysis, programmers of numerical algorithms, compiler designers, and designers of arithmetic operators.

Handbook of Floating Point Arithmetic 2nd Edition Table of contents:

Part I. Introduction, Basic Definitions, and Standards

1. Introduction

2. Definitions and Basic Notions

3. Floating-Point Formats and Environment

Part II. Cleverly Using Floating-Point Arithmetic

4. Basic Properties and Algorithms

5. Enhanced Floating-Point Sums, Dot Products, and Polynomial Values

6. Languages and Compilers

Part III. Implementing Floating-Point Operators

7. Algorithms for the Basic Operations

8. Hardware Implementation of Floating-Point Arithmetic

9. Software Implementation of Floating-Point Arithmetic

10. Evaluating Floating-Point Elementary Functions

Part IV. Extensions

11. Complex Numbers

12. Interval Arithmetic

13. Verifying Floating-Point Algorithms

14. Extending the Precision

People also search for Handbook of Floating Point Arithmetic 2nd Edition:

handbook of floating point arithmetic second edition pdf

handbook of floating-point arithmetic pdf

handbook of floating-point arithmetic

handbook of floating-point arithmetic second edition pdf

c floating point arithmetic

Tags: Jean Michel Muller, Nicolas Brunie, Florent De Dinechin, Claude Pierre Jeannerod, Mioara Joldes, Vincent Lefèvre, Guillaume Melquiond, Nathalie Revol, Serge Torres