New concepts and technologies in parallel information processing : proceedings of the NATO Advanced Study Institute, held at Capri, Italy, June 17-30, 1973
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Bibliographic Information
New concepts and technologies in parallel information processing : proceedings of the NATO Advanced Study Institute, held at Capri, Italy, June 17-30, 1973
(NATO advanced study institutes series, ser. E . Applied sciences ; v. 9)
Noordhoff, 1975
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Library, Research Institute for Mathematical Sciences, Kyoto University数研
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English or French
Includes bibliographical references
Description and Table of Contents
Table of Contents
Elements of Superconductive Josephson Tunneling Technology.- Josephson Junction Devices for Large Computers.- Quasiharmonic Information Processing Systems.- Transmission of Information by Solitary Waves.- Parallel Processing Aspects of Synthetic Aperture Hologram Techniques.- The Image Feedback Computer.- Clip 3: A Cellular Logic Image Processor.- Some Aspects of the Logic Functions of Clip 3.- Parallel Processing for Image Analysis.- Sequential and Parallel Automata.- To What Extent Can or Must Computations be Parallelized.- On the Speed Gained in Parallel Methods.- Algorithmes Seriels, Algorithmes Paralleles.- Parallel Processing and Computer Semantic Memory.- Large Scale Parallel Processing in Exploitation Systems.- Cellular Organization and Communication in Dictyostelium Discoideum and Other Cellular Slime Moulds.- Neural and Logic Aspects of Language Processing I.- Neural and Logic Aspects of Language Processing II.- Nonlinear Wave Problems in Neurophysiology.- Neural Nets: A Brief Survey.- Cell Space Approaches in Biomathematics.- Some Considerations on Dynamical Systems and Operators Associated With a Single Neuronic Equation.- Tensorial Linearization of Threshold Functions.- Automultiprocessing (AMP): A New Capability for LSI/MOS Computers With Applications to Hypernumber Algebras and Arithmetics.- On a Family of Rational Languages.- Outline of a New Logical Approach to Information Theory.- Solution non Commutative d’une Equation Differentielle Classique.
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