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Completeness and incompleteness in nominal Kleene algebra

机译:名义Kleene代数的完备性和不完备性

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Gabbay and Ciancia (2011) presented a nominal extension of Kleene algebra as a framework for trace semantics with statically scoped allocation of resources, along with a semantics consisting of nominal languages. They also provided an axiomatization that captures the behavior of the scoping operator and its interaction with the Kleene algebra operators and proved soundness over nominal languages. In this paper, we show that the axioms proposed by Gabbay and Ciancia are not complete over the semantic interpretation they propose. We then identify a slightly wider class of language models over which they are sound and complete. (C) 2017 Elsevier Inc. All rights reserved.
机译:Gabbay和Ciancia(2011)提出了Kleene代数的名义扩展,它是跟踪语义的框架,具有静态范围内的资源分配,以及由名义语言组成的语义。他们还提供了公理化,可以捕获作用域运算符的行为及其与Kleene代数运算符的交互,并证明了其在名义语言上的健全性。在本文中,我们证明了Gabbay和Ciancia提出的公理在它们提出的语义解释上并不完整。然后,我们确定较宽泛的一类语言模型,这些模型较为合理且完整。 (C)2017 Elsevier Inc.保留所有权利。

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