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Formal design of self-stabilizing programs

机译:自我稳定程序的正式设计

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Distributed algorithms, self-stabilizing systems in particular, are often too delicate to be argued informally. Formal proofs are much more reliable, but unfortunately are often long and complicated. Some of the complication is inherent, but some is also the result of poor notation and formalism which is not abstract enough. Improving them would make formal proofs easier to write and to understand, which will also make them less error prone. In this spirit, this paper proposes an extension of the logic UNITY with a number of new operators to model self-stabilization and a formalization of a number of useful design strategies. They should enhance the formalism offered by UNITY with better abstraction to specify and reason about self-stabilization.
机译:分布式算法,尤其是自稳定系统,通常过于微妙以至于无法正式讨论。正式的证明要可靠得多,但不幸的是,它通常很长而且很复杂。某些复杂性是固有的,但是某些复杂性是由于符号和形式主义不充分而不够抽象的结果。改进它们将使形式化证明更容易编写和理解,也将使它们不易出错。本着这种精神,本文提出了对逻辑UNITY的扩展,其中引入了许多新的运算符以对自稳定进行建模,并确定了许多有用的设计策略。他们应以更好的抽象来加强联合国机构提供的形式主义,以明确和说明自我稳定。

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