Abstract
Runtime verification is analysis based on information extracted from a running system. Traditionally this involves reasoning about system states, for example using trace predicates. We have been investigating runtime verification for event-driven systems and in that context we propose a higher level of abstraction can be useful, namely reasoning at the level of user-perceived system events. And when considering events, then the natural formalism for verification is a form of process algebra.
We employ a universal process algebra that encapsulates both dynamic and spatial behaviour, based on Robin Milner’s bigraphs [1]. Our models are an extension of his bigraphical reactive systems. These consist of a set of bigraphs that describe spatial and communication relationships, and a set of bigraphical reaction rules that define how bigraphs can evolve over time. We have extended the basic formalism to bigraphical reactive systems with sharing [2], to allow for spatial locations that can overlap.
In this talk we present a case study involving wireless home network management and the automatic generation of bigraphical models, and their analysis, in real-time. Wireless home networking is chosen as our case study because it is notoriously difficult to install and manage, especially for non-expert users. The Homework network management system [4] has been designed to provide user-oriented support in home wireless local area network (WLAN) environments. The Homework user interface includes drag and drop, comic-strip style interaction for users, and the information plane uses a stream database to record (raw and derived) events. Events include network behaviours such as detecting that a new machine has joined the network, resulting in new links and granting a DCHP lease, and user-intiated behaviours such as enforcing or dropping a policy. Policies forbid or allow access control; for example, a policy might block UDP and TCP traffic from a given site. All network and policy events (simple and derived) are recorded as a stream of tuples in the stream database. This part of the management system is illustrated in the left hand side of Figure 1.
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References
Milner, R.: The space and motion of communicating agents. Cambridge University Press (2009)
Sevegnani, M., Calder, M.: Stochastic bigraphs with sharing. Glasgow University Computing Science Technical Report TR-2010-310 (2010)
Sventek, J., Koliousis, A., Sharma, O., Dulay, N., Pediaditakis, D., Sloman, M., Rodden, T., Lodge, T., Bedwell, B., Glover, K.: An Information Plane Architecture Supporting Home Network Management. In: Proceedings of the 12th IFIP/IEEE International Symposium on Integrated Network Management (2011)
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© 2012 Springer-Verlag Berlin Heidelberg
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Calder, M., Sevegnani, M. (2012). Process Algebra for Event-Driven Runtime Verification: A Case Study of Wireless Network Management. In: Derrick, J., Gnesi, S., Latella, D., Treharne, H. (eds) Integrated Formal Methods. IFM 2012. Lecture Notes in Computer Science, vol 7321. Springer, Berlin, Heidelberg. https://doi.org/10.1007/978-3-642-30729-4_2
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DOI: https://doi.org/10.1007/978-3-642-30729-4_2
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