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Xu Xiaoshu. Simplification of Multivalued Sequential SULM Network by Using Cascade Decomposition[J]. Journal of Computer Science and Technology, 1986, 1(4): 84-95.
Citation: Xu Xiaoshu. Simplification of Multivalued Sequential SULM Network by Using Cascade Decomposition[J]. Journal of Computer Science and Technology, 1986, 1(4): 84-95.

Simplification of Multivalued Sequential SULM Network by Using Cascade Decomposition

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  • Published Date: October 09, 1986
  • An efficient method for simplifying a multivalued SULM network is presented in this aper.This method employs a cascade decomposition on a multivalued sequential machine M. At first we decompose M into two simpler machines M/π and M′.Instead of the traditional normal tree type network,a simpler SULM network that can realize M can be constructed by cascading M/π and M′.
  • [1]
    T.Arnoid, C.Tan and M.Newborn, Iterratively realized sequential circuits, IEEE Trans. Comput., C-19: 1(1970),54-66.
    [2]
    A.Singh, F.Gray and J.Armstrong, Tree structured sequential multiple-valued logic design from universal modules,IEEE Trans. Comput., C-30: 10(1980), 671-674.
    [3]
    Xu Xiaoshu, The theory and synthesis of multiple-valued logic sequential networks based on T-ULM, Journal of Changsha Railway Institute, 1(1985), 35-46 (in Chinese).
    [4]
    A.E.Almaini, Sequential machine implementations using universal logic modules, IEEE Trans. Comput., C-27:9 (1978), 951-960.
    [5]
    H.A.Thompson and F.G.Gray, Universal modular tree:a design procedure, IEEE Trans. Comput., C-27: 1(1978),53-63 ……….
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