Towards a logic for performance and mobility

KLAIM is an experimental language designed for modeling and programming distributed systems composed of mobile components where distribution awareness and dynamic system architecture configuration are key issues. $sk{}$~cite{DLM05} is a Markovian extension of the core subset of $k{}$ which includes process distribution, process mobility, asynchronous communication, and site creation. In this paper, MoSL, a temporal logic for STOcKLAIM is proposed which addresses and integrates both the issues of distribution awareness and mobility and those concerning stochastic behaviour of systems. The satisfiability relation is formally defined over (states-/transition-)labelled Markov Chains. A large fragment of the proposed logic can be translated to action-based CSL for which efficient model-checkers exist. This way, such model-checkers can be used for the verification of STOcKLAIM models against MoSL properties. An example application is provided in the present paper.