The algebra of Communicating Sequential Processes provides a facility to formal specify systems by describing their behavior. To be able do denote these systems more precisely it is useful to introduce state variables. Because the CSP algebra deals with concurrent processes, the state variables are shared between those processes. This contribution describes techniques how to represent shared va...

In this paper, we generalize the crisp topological space to the notion of neutrosophic crisp topological space, and we construct the basic concepts of the neutrosophic crisp topology. In addition to these, we introduce the definitions of neutrosophic crisp continuous function and neutrosophic crisp compact spaces. Finally, some characterizations concerning neutrosophic crisp compact spaces are ...

This paper discusses the sorts of observations of processes that are appropriate to capture priority. The standard denotational semantics for CSP are based around observations of traces and refusals. Choosing to record a little more detail allows extensions of CSP which describe some very general processes including those that include priority. A minimal set of observations yields a language an...