首页> 外文会议>International conference on technology of object-oriented languages and systems;TOOLS 36;TOOLS-Asia 2000 >A GRAPH-THEORETIC APPROACH FOR RECOGNIZING THE USER INTERPRETATION WITHOUT CONFLICTS
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A GRAPH-THEORETIC APPROACH FOR RECOGNIZING THE USER INTERPRETATION WITHOUT CONFLICTS

机译:一种无冲突地识别用户解释的图形理论方法

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In this paper, in order to express the user interpretation (a set of user―specified GD―constraints, see[l ])in terms of a directed graph, the definition of directed graph in graph theory is extended according to the characters of the user interpretation and the requirement of the problem, and the node in this directed graph may be either an ordinary node or a directed graph. The directed graph(having been extended)expressing the user interpretation is said to be a GD―constraint graph. Based on these, the features of the GD―constraint graph corresponding to the user interpretation without conflicts are extracted. Finally, the sufficient and necessary condition under which the user interpretation doesnt contain conflicts is given, and a polynomial time recognition algorithm which time complexity is O(m*n) is proposed on the basis of the sufficient and necessary condition, then, the correctness of the algorithm is proved and the time complexity of the algorithm is analyzed.
机译:在本文中,为了表达用户对有向图的解释(一组用户指定的GD约束,请参见[l]),根据图论的特点扩展了有向图在图论中的定义。用户解释和问题的要求,并且该有向图中的节点可以是普通节点或有向图。表达用户解释的有向图(已扩展)被称为GD约束图。基于这些,提取了与用户解释无冲突的GD约束图的特征。最后,给出了用户解释不包含冲突的充分必要条件,并在充分必要条件的基础上提出了时间复杂度为O(m * n)的多项式时间识别算法。证明了该算法的有效性,并分析了该算法的时间复杂度。

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