Abstract

The intention of the paper is to characterize and examine density and crossing properties of prime event structures. We show the coincidence of L-density and L-ciossing for this class of event structures. It has turned out that any configuration in an M-dense prime event structure is full (i.e., at least one successor (if it exists) for any event occuring in the configuration must also occur). The structural restrictions which guarantee M-density are determined.

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Issue
Pages
63-72