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一种用“改进的王氏代数法”求有向树组的方法
A METHOD OF GENERATING ACTIVE TREE TERMS USING THE "IMPROVED W-ALGEBRAIC METHOD
【摘要】 本文在定义了一个算子“M”之后,借用“广义树法”的有向树分解定理,将“改进的王氐代数法”推广到有向图,推广后的方法不产生非树组合类冗余项,且能自然地消除大部份由有源元件和变压器等引起的对消项,有效地解决了“改进的王氐代数法”应用于有向图时引起的算法退化问题.
【Abstract】 By defining an operator"M", the paper has applied the improved Walgebraic method to the directed graph. The developed theory does notmake non-tree combination type terms and can eliminate a large part of cancellations terms caused by. the active elements or .transformers. The paper has solved the retrogration problem for algorithm of W-algebraic method while used in the directed graph.
【关键词】 有向图;
有向树组;
关联集;
对消项;
冗余项;
【Key words】 directed graph; directed tree trem; Incidence set; cancellation term; redundant term.;
【Key words】 directed graph; directed tree trem; Incidence set; cancellation term; redundant term.;
- 【文献出处】 重庆大学学报(自然科学版) ,Journal of Chongqing University(Natural Science Edition) , 编辑部邮箱 ,1989年01期
- 【被引频次】2
- 【下载频次】13