Titlebook: Embedded Systems Design with Special Arithmetic and Number Systems; Amir Sabbagh Molahosseini,Leonel Seabra de Sousa,C Book 2017 Springer

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Book 2017ders will learn the strategies and trade-offs of using unconventional number systems in application-specific processors and be able to apply and design appropriate arithmetic operations from these number systems to boost the performance of digital systems..

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https://doi.org/10.1007/978-3-531-90796-3interest in the residue number system (RNS). Owing to its unique characteristics, which lead to fast and low-power arithmetic circuits, RNS has become an interesting option to design embedded systems for nowadays high-performance applications. However, to unlock the full potential of RNS for designi

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Objektorientierter Systementwurf,. This architecture allows for the design of RNS with an arbitrarily long moduli set of the form {2. ± .., ⋯ , 2. ± ..}, with .. The considered moduli set allows to arbitrarily increase the number of RNS channels and consequently increasing the Dynamic Range (DR) or reducing the width of the channel

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,Graphen, Bäume, Netze, Netzpläne,ve implementation. The approaches are based on specific functions defined from the RNS to the Integers that show mathematical properties useful to support the implementation of non-modular operations, like magnitude comparison and residue-to-binary conversion. In particular, two different functions

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,Spezielle Dynamik der Atmosphäre,ed computing. This inexorable trend of device scaling escalates the reliability problems of electronic products and there is a dire need to seek for new solutions to improve the reliability while maintaining the computing power. Among the alternative number representations, Residue Number System (RN

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Methoden und Probleme der Wettervorhersage property and avoidance of sign extension. Being a non-classical representation, its worth in meeting conflicting VLSI goals has not been fully evaluated. This chapter presents a structural and systematic approach to the design and analysis of different Booth multipliers in RB representation by deco

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https://doi.org/10.1007/978-3-7091-7869-0 has been applied in implementing a series of mixed-signal neural networks. The CVNS multi-digit representation of analog values allows flexibility in implementation of analog circuits and reduces the demand on the accuracy requirements of analog implementations. Continuous values can be presented b

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https://doi.org/10.1007/978-3-642-52734-0 because of the high speed of the obtained architectures and the savings in area and power dissipation. However, with the shrinking of device features and the advent of powerful design tools, the advantages offered by RNS are diminishing.In this chapter, we analyze the state-of-the-art RNS implement

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https://doi.org/10.1007/978-3-662-25320-5are very diverse in their methods of solution. Residue Number System can be effectively used for tasks that require a convolution calculation, which is a combination of addition and multiplication operations. At first we consider the Linear Time-Invariant filters which are used to edge detection, sh