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求符號系統函數的新算法——狀態空間樹法

A New Algorithm for Finding Symbolic System Functions——State Space Tree Method

  • 摘要: 應用LIFO分支-定界搜索法和狀態空間樹概念,提出了求符號行列式的新算法SSTMSD——行列式的狀態空間樹法(它是Minty算法的發展和改進);根據它并應用變形圖概念提出了求符號系統函數的新算琺SSTMSF——系聯函數的狀態空間樹法。

     

    Abstract: A new algorithm SSTMSD for finding symbolic determinants——state space tree method for determinants is presented by applying LIFO branch-and-bound search technique and the concept of state space tree (it is the development and improvement of Minty algorithm). Based on it and by applying the concept of modified graphs, a new algorithm SSTMSF for finding symbolic system functions-state space tree method for system functions is proposed. As compared with the current conventional methods (e. g. signal flow graph method and directed tree method, etc.), SSTMSF has the following two advantages:(1) Its computing efficiency is higher and its resulted expressions are shorter. (2) The denominator (determinant) and numerator (cofactor) of a symbolic system function can be separately found by repeatedly call the same one procedure SSTMSD.

     

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