For the first time, the concept of CHTW-systems as a multidimensional representation of Petri nets, based on the assumption of the spatial distribution of tokens (resources) in positions (branes) and, accordingly, the spatial representation of transitions and arcs is proposed. The theoretical constructs are based on the concept of hybrid functional Petri nets [10]. The introduced concepts of branes and carriers are distant analogies of the corresponding concepts in superstring theory, but the theory of CHTW-systems is neither part of superstring theory nor its development. The description of CHTW-system as a dynamic system for stationary and non-stationary cases is considered. The initial classification of CHTW systems is provided enabling understanding of further research directions.

翻译：首次提出CHTW系统的概念，将其作为Petri网的多维表示，基于令牌（资源）在位置（膜）中空间分布，以及相应的变迁和弧的空间表示的假设。该理论构建基于混合功能Petri网的概念[10]。所引入的膜和载体概念与超弦理论中的相应概念存在粗略类比，但CHTW系统理论既非超弦理论的组成部分，也非其发展产物。本文考虑了CHTW系统作为动态系统在稳态与非稳态情况下的描述，并提供了CHTW系统的初步分类，以阐明进一步的研究方向。