动作逻辑监控状态转换的语义和代数

S. Yamasaki
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引用次数: 1

摘要

本文通过动作逻辑(作为多模态逻辑)中的状态监控,探讨了基于抽象状态机的交互式状态转换系统的各个方面,向复杂系统的设计迈进了一步。逻辑模型在这里是作为iDevice实现设计的理论,涉及到由状态转换引起的代数结构。作为复杂AI的一种更简单的设计,环境约束被捕获为一种状态,其中功能应用程序在每个状态都可用,并转换到下一个状态。对于与状态的通信,以及状态下的功能应用,可以使用多模态逻辑模型,其中公式或条件监视状态。在公式(条件)的意义定义的基础上,用代数表示交互可用性。通过状态转换系统,URL搜索操作现在被正式地认为是代数结构。谓词对状态的应用被视为函数(变换条件)的应用,从而可以给出其代数结构。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Semantics and Algebra for Action Logic Monitoring State Transitions
This position paper is concerned with aspects of an interactive state transition system (based on abstract state machine) by means of the state monitoring in action logic (as multi-modal logic), towards a step to the design for complex systems. Logical models are here presented as theories for implementation design on iDevice, with respect to the algebraic structure caused by state transitions. As a simpler design of complex AI, the environmental constraint is captured as a state, where the function applications are available at each state with the transition to the next states. For communication to the state, and function applications at the state, multi-modal logic model may be of use, where the formula or the condition monitors the state. Then interaction availability is significant, expressed in some algebra on the basis of the meaning definitions for formulas (conditions). By the state transition system, URL searching operations are now formally considered as in algebraic structure. The application of predicates to the states is regarded as applications of functions (transforming conditions) such that its algebraic structure may be given.
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