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Titlebook: Stochastic Computing: Techniques and Applications; Warren J. Gross,Vincent C. Gaudet Textbook 2019 Springer Nature Switzerland AG 2019 Sto

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Xiaotao Jia,You Wang,Zhe Huang,Yue Zhang,Jianlei Yang,Yuanzhuo Qu,Bruce F. Cockburn,Jie Han,Weishenge suitable for RIM processing are discussed in the third part. In the last part the engineering and technological aspects of RIM, such as glass reinforcement, m978-1-4684-8735-0978-1-4684-8733-6Series ISSN 0093-6286
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sign approaches for stochastic computing systems, with a focus on accuracy, correlation, sequence generation, and synthesis. The last part, comprising Chapters 9 and 10, provides insights into applications in m978-3-030-03730-7
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Brain-Inspired Computing,ons. As a design example, our BLSIs are implemented using Taiwan Semiconductor Manufacturing Company (TSMC) 65-nm Complementary Metal Oxide Semiconductor (CMOS) and discussed with traditional fixed-point implementations in terms of hardware performance and computation accuracy.
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Textbook 2019rcuit design, but its origin can be traced back to von Neumann‘s work on probabilistic logic. In SC, real numbers are encoded by random binary bit streams, and information is carried on the statistics of the binary streams. SC offers advantages such as hardware simplicity and fault tolerance. Its pr
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Origins of Stochastic Computing,ived of a constructive use of random noise to implement analog computers in which the probability of a pulse in a digital pulse stream represented a continuous variable. The USA group initially termed this a . but shortly adopted the UK terminology of .. The target application of the USA group was v
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Accuracy and Correlation in Stochastic Computing,t-streams. The measurement of correlation is considered, and the . metric is defined. The properties of correlation are then explored including some that have only been discovered recently. Correlation can be seen in two ways: either as corrupting a function ., or as changing . to a different, but p
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Synthesis of Polynomial Functions, circuit computes a .. Conversely, we show that, given any polynomial function, we can synthesize stochastic logic to compute this function. The only restriction is that we must have a function that maps the unit interval [0, 1] to the unit interval [0, 1], since the stochastic inputs and outputs ar
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