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Research on the rule and algorithm of the transitive judgment of binary relation in a Finite Set

机译：有限集中二元关系传递判断的规则与算法研究

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Yingchun Li; Junfeng Li;
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1. TWO ALGORITHMS FOR FAST INCREMENTAL TRANSITIVE CLOSURE OF SPARSE FUZZY BINARY RELATIONS [J] . MANOLIS WALLACE, STEFANOS KOLLIAS International journal of computational methods . 2007,第1期

机译：稀疏模糊二元关系的快速增量传递闭合的两种算法
2. Employing Locally Finitely -Transitive Binary Relations to Prove Coincidence Theorems for Nonlinear Contractions [J] . Mohammad Arif, Idrees A. Khan, Mohammad Imdad, Journal of Function Spaces . 2020,第1期

机译：采用局部有限的二元关系，证明非线性收缩的巧合定理
3. Employing Locally Finitely T-Transitive Binary Relations to Prove Coincidence Theorems for Nonlinear Contractions [J] . Mohammad Arif, Idrees A. Khan, Mohammad Imdad, Journal of Function Spaces and Applications . 2020,第1期

机译：在局部有限的T型转化二元关系中采用基于非线性收缩的巧合定理
4. Research on the rule and algorithm of the transitive judgment of binary relation in a Finite Set [C] . Yingchun Li, Junfeng Li International Conference on Information Engineering for Mechanics and Materials . 2016

机译：有限集中二元关系传递判断的规则与算法研究
5. On generalizations of finite groups in which normality is a transitive relation. [D] . Ragland, Matthew F. 2005

机译：关于其中正态性是传递关系的有限群的推广。
6. Why an Algorithmic Rule-Out MI Order Set Is Necessary But Not Sufficient Care for Chest Pain in the Emergency Department Setting [O] . Jill D Nault Connors, Alex Prittie, Paul I Musey 2020

机译：为什么需要算法排除MI订单集是必要的但不能在紧急部门环境中足够地照顾胸痛
7. Employing Locally Finitely T-Transitive Binary Relations to Prove Coincidence Theorems for Nonlinear Contractions [O] . Mohammad Arif, Idrees A. Khan, Mohammad Imdad, 2020

机译：在局部有限的T型转化二元关系中采用基于非线性收缩的巧合定理
8. Conditions for Transitivity of Majority Rule with Algorithmic Interpretations [R] . Raynaud, H. 1981

机译：具有算法解释的多数规则的传递性条件

Research on the rule and algorithm of the transitive judgment of binary relation in a Finite Set

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