Abstract
Switch graphs are graph-like structures characterized by embedding higher-level edges (edges that link to other edges) to describe reactive phenomena. When an edge of such structure is traversed, the accessibility relation of this graph can be changed by adding/removing edges. Relation-changing models have been used to represent phenomena in diverse fields (from Biology to Computer Science) and some modal languages were introduced recently. In this paper we introduce four-valued local information in switch graphs, and propose a paraconsistent logic to study these systems.
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