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Recent extensions to process algebra can be used to describe performance or error rate properties of systems. We examine how properties of systems expressed in these algebras can be elicited. Particular attention is given to the ability to describe the behaviour of system components parametrically. We present how analytic formulae for performance properties can be derived from probabilistic process algebraic descriptions; demonstrating how local approximate solutions can be derived for the properties when their exact solutions would be too computationally expensive to evaluate. As an example we derive the performance of an Alternating Bit Protocol with respect to its error and retry rates.

Analytic and locally approximate solutions to properties of probabilistic processes