Titlebook: Handbook of Floating-Point Arithmetic; Jean-Michel Muller,Nicolas Brisebarre,Serge Torres Book 20101st edition Birkh�user Boston 2010 Algo

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https://doi.org/10.1007/978-3-476-98924-6A. in previous chapters (especially in Chapters 2 and 4), requiring correctly rounded arithmetic operations has a number of advantages.

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The Fused Multiply-Add InstructionT. (FMA) instruction makes it possible to evaluate ., where ., and . are floating-point numbers, with one final rounding only.

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Software Implementation of Floating-Point ArithmeticT. has presented the basic paradigms used for implementing floating-point arithmetic in hardware. However, some processors may not have such dedicated hardware, mainly for cost reasons. When it is necessary to handle floating-point numbers on such processors, one solution is to implement floating-point arithmetic in software.

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Solving the Table Maker’s DilemmaA. in previous chapters (especially in Chapters 2 and 4), requiring correctly rounded arithmetic operations has a number of advantages.

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Jean-Michel Muller,Nicolas Brisebarre,Serge TorresFirst comprehensive treatment of floating-point arithmetic.Provides a complete overview of a topic that is widely used to implement real-number arithmetic on modern computers, yet is far from being fu

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