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Annotation ARITH 2003 looks at improvements in algorithms and implementations for the basic arithmetic operations that are continually being developed to reduce area, delay, and energy consumption. The text also covers the increased complexity of arithmetic algorithms and implementations requiring new methods for testing and error analysis, and describes emerging technologies and applications that often require specialized number systems to facilitate efficient implementations.
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Proceedings of a symposium held in Santa Monica, CA, Sept., 1989. Topics include: function generation, division, and square root; adders and convolvers; floating-point arithmetic; number systems; and, optical arithmetic, error detection, and encoding. No subject index. Annotation copyrighted by Book News, Inc., Portland, OR.
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Contains 34 papers presented at the July 1997 symposium, reflecting a spectrum of interests ranging from number systems to VLSI-oriented algorithms and implementations. Includes sections on arithmetic circuits, floating point arithmetic, exponentiation, rotations and elementary functions, complex arithmetic, residue number systems, and finite fields and cryptography. Subjects include low-cost arithmetic methods for orthonormal rotation, high-performance hardware for function generation, arithmetic c-transformation in the real and complex logarithmic number systems, and fraction-free RNS algorithms for solving linear systems.
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Proceedings of a symposium held in Santa Monica, CA, Sept., 1989. Topics include: function generation, division, and square root; adders and convolvers; floating-point arithmetic; number systems; and, optical arithmetic, error detection, and encoding. No subject index. Annotation copyrighted by Book News, Inc., Portland, OR.
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Contains 34 papers presented at the July 1997 symposium, reflecting a spectrum of interests ranging from number systems to VLSI-oriented algorithms and implementations. Includes sections on arithmetic circuits, floating point arithmetic, exponentiation, rotations and elementary functions, complex arithmetic, residue number systems, and finite fields and cryptography. Subjects include low-cost arithmetic methods for orthonormal rotation, high-performance hardware for function generation, arithmetic c-transformation in the real and complex logarithmic number systems, and fraction-free RNS algorithms for solving linear systems.
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Annotation ARITH 2003 looks at improvements in algorithms and implementations for the basic arithmetic operations that are continually being developed to reduce area, delay, and energy consumption. The text also covers the increased complexity of arithmetic algorithms and implementations requiring new methods for testing and error analysis, and describes emerging technologies and applications that often require specialized number systems to facilitate efficient implementations.
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