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2-Nested Simulation Is Not Finitely Equationally Axiomatizable

机译:2嵌套仿真不是有限等同于公正的公正

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2-nested simulation was introduced by Groote and Vaandrager [10] as the coarsest equivalence included in completed trace equivalence for which the tyft/tyxt format is a congruence format. In the linear time-branching time spectrum of van Glabbeek [8], 2-nested simulation is one of the few equivalences for which no finite equational axiomatization is presented. In this paper we prove that such an axiomatization does not exist for 2-nested simulation.
机译:通过Groote和VaandRager [10]引入了2嵌套的模拟,因为Tyft / Tyx格式是一致格式的完成跟踪等价中包含的粗俗等价。在Van Glabbeek [8]的线性时间分支时间谱中,2嵌套模拟是少数等效性之一,没有提供有限的公正公理化。在本文中,我们证明了2套仿真不存在这种公理化。

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