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A Compositional Modelling and Verification Framework for Stochastic Hybrid Systems

机译:随机混合系统的组成建模与验证框架

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In this paper, we propose a general compositional approach for modelling and verification of stochastic hybrid systems (SHSs). We extend Hybrid CSP (HCSP), a very expressive process algebra-like formal modeling language for hybrid systems, by introducing probability and stochasticity to model SHSs, which we call stochastic HCSP (SHCSP). Especially, non-deterministic choice is replaced by probabilistic choice, ordinary differential equations are replaced by stochastic differential equations (SDEs), and communication interrupts are generalized by communication interrupts with weights. We extend Hybrid Hoare Logic to specify and reason about SHCSP processes: On the one hand, we introduce the probabilistic formulas for describing probabilistic states, and on the other hand, we propose the notions of local stochastic differential invariants for characterizing SDEs and global loop invariants for repetition. Throughout the paper, we demonstrate our approach by an aircraft running example.
机译:在本文中,我们提出了一种用于对随机混合系统(SHSS)的建模和验证的一般成分方法。 我们通过向模型SHSS引入模型SHSS的概率和随机性,扩展混合CSP(HCSP),这是一种混合系统的非常表现力的过程代数形式的正式建模语言,我们称之为随机HCSP(SHCSP)。 特别地,非确定性选择被概率选择所取代,常规方程由随机微分方程(SDE)代替,并且通过具有权重的通信中断概括通信中断。 我们将混合HOARE逻辑扩展到指定和有关SHCSP进程的原因:一方面,我们介绍了描述概率状态的概率公式,另一方面,我们提出了用于表征SDE和全球循环不变的本地随机差异不变的概念 重复。 在整个论文中,我们通过飞机运行示例展示了我们的方法。

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