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- A. Bergstra, Inge Bethke
- 1994

We introduce iteration in process algebra by means of (the binary version of) Kleene's star operator: x y is the process that chooses between x and y, and upon termination of x has this choice again. It is proved that adding respectively interleaving, communication and abstraction operators increases expressivity up to the regular processes. However, if the… (More)

We provide a short notation for processes with parallel inputs and outputs. With this speciication format, a certain class of networks, comprising synchronous grid protocols, can be easily speciied and analyzed. We illustrate this by an example on the approximation of a one-dimensional wave equation.

- A. Bergstra, H. J. M. Goeman, Alexander Ollongren, G. A. Terpstra, Theo P. van der Weide
- Fundam. Inform.
- 1980

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