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Complete and ready simulation semantics are not finitely based over BCCSP, even with a singleton alphabet

机译:即使使用单例字母,完整且就绪的仿真语义也不是基于BCCSP的有限关系

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摘要

This note shows that the complete and the ready simulation preorclers do not have a finite inequational hasis over the language BCCSP when the set of actions is a singleton. Moreover, the equivalences induced by those preorders do not have a finite (in)equational axiomatization either. These results are in contrast with a claim of finite axiomatizability for those semantics in the literature, which was based on the erroneous assumption that they coincide with complete trace semantics in the presence of a singleton set of actions. (c) 2011 Elsevier B.V. All rights reserved.
机译:该注释说明,当一组动作为单例时,完整的和准备好的模拟前置符在语言BCCSP上没有有限的不等式hasis。而且,由这些前置词引起的等价关系也不具有有限的(不等式)公理化。这些结果与文献中对这些语义的有限公理化要求相反,该主张基于错误的假设,即在存在单项操作集的情况下它们与完整的跟踪语义一致。 (c)2011 Elsevier B.V.保留所有权利。

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