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|  | | Introduction to Digital Systems
by Milos D. Ercegovac, Tomás Lang, Jaime H. Moreno
Hardcover, 512 Pages, Published 1998 by Wiley
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|  | | Introduction to Digital Systems (1st Edition)
by Milo&sacute, D. Ercegovac, Tomás Lang, Jaime H. Moreno
Paperback, 512 Pages, Published 1998 by Wiley, 1st Edition
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|  | | Quito profundo (Coleccion Presencia cultural)
by Jaime Moreno H.
Unknown Binding, 161 Pages, Published 1991 by Editorial IDAP
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|  | | Designing arrays for the Faddeev algorithm (Report. University of California, Los Angeles. Computer Science Dept)
by Jaime H Moreno
Unknown Binding, 34 Pages, Published 1988 by UCLA, Computer Science Dept
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|  | | Graph-based partitioning of matrix algorithms for systolic arrays (Report. University of California, Los Angeles. Computer Science Dept)
by Jaime H Moreno
Unknown Binding, 27 Pages, Published 1988 by UCLA, Computer Science Dept
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|  | | Comments to A systolic array for computing BAÂ¹Ì (Report. University of California, Los Angeles. Computer Science Dept)
by Jaime H Moreno
Unknown Binding, 8 Pages, Published 1988 by UCLA, Computer Science Dept
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|  | | Reducing the number of cells in arrays for matrix computations (Report. University of California, Los Angeles. Computer Science Dept)
by Jaime H Moreno
Unknown Binding, 17 Pages, Published 1988 by UCLA, Computer Science Dept
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|  | | A proposal for the systematic design of arrays for matrix computations (Report. University of California, Los Angeles. Computer Science Dept)
by Jaime H Moreno
Unknown Binding, 29 Pages, Published 1987 by UCLA, Computer Science Dept
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|  | | Arrays for partitioned matrix algorithms: Tradeoffs between cell storage and cell bandwidth (Report. University of California, Los Angeles. Computer Science Dept)
by Jaime H Moreno
Unknown Binding, 18 Pages, Published 1988 by UCLA, Computer Science Dept
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|  | | Analysis of altenatives for a singular value decomposition processor (Report. University of California, Los Angeles. Computer Science Dept)
by Jaime H Moreno
Unknown Binding, 143 Pages, Published 1985 by UCLA, Computer Science Dept
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