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Self-stabilizing Automata

机译:自稳定自动机

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摘要

Biological systems are known to be probabilistically self-stabilizing, i.e. with a high probability they can reach a stable state from any initial state. This property is very important to computer-based systems, too. However, building self-stabilizing systems is still very difficult. Proving that any given implementation is in fact self-stabilizing is even harder. Nature has a big advantage: Any living being must eventually die and limited energy limits the harm that an error can have on the system. This greatly simplifies the realization of self-stabilization. To transfer this concept to computer-based systems, we propose to modify the computational model on which software is currently being built. We introduce energy-awareness in Turing Machines (TMs). This will guarantee that any TM program that is correct in the absence of errors is at the same time self-stabilizing in the presence of errors.
机译:已知生物系统是概率自稳定的,即,它们很可能从任何初始状态达到稳定状态。此属性对基于计算机的系统也非常重要。但是,建立自稳定系统仍然非常困难。要证明任何给定的实现实际上是自稳定的,就更加困难。自然有一个很大的优势:任何生物最终都必须死亡,而有限的能量限制了错误可能对系统造成的危害。这大大简化了自我稳定的实现。为了将此概念转移到基于计算机的系统,我们建议修改当前在其上构建软件的计算模型。我们在图灵机(TM)中引入了节能意识。这将确保在没有错误的情况下正确的任何TM程序在存在错误的情况下同时能够自稳定。

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