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Algebraic Description of Physical Systems

机译:物理系统的代数描述

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摘要

The formal methods for the description of discrete systems which have been developed so far are more or less incomplete. In particular, they do not or only partially describe the physical structure of a system. Here, we introduce a formal method, called Akton algebra, which for the first time covers the structural and the operational properties of discrete systems. This makes it possible to completely describe electronic systems including the layout as well as to formally describe biomolecular structures. Moreover, any of the incomplete formal methods may be converted to Akton algebra by assuming a default structure as may Akton algebra be abstracted into these formal methods.
机译:到目前为止,已开发的用于描述离散系统的形式方法或多或少是不完整的。特别是,它们没有或仅部分描述了系统的物理结构。在这里,我们介绍一种称为Akton代数的形式化方法,该方法首次涵盖了离散系统的结构和操作特性。这使得可以完整地描述包括布局的电子系统以及正式地描述生物分子结构。此外,可以通过假设默认结构将任何不完整的形式方法转换为Akton代数,就像将Akton代数抽象为这些形式方法一样。

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