Pszczo{\l}a, Krzysztof
Abstract
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In this paper we study the structure of $k$-transitive closures of directed paths and formulate several properties. Concept of $k$-transitive orientation generalize the traditional concept of transitive orientation of a graph.
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In this paper we study the structure of $k$-transitive closures of directed paths and formulate several properties. Concept of $k$-transitive orientation generalize the traditional concept of transitive orientation of a graph.
Key concepts: Transitive relation, Transitive reduction, Transitive closure, Orientation (vector space), Directed graph, Graph, Mathematics, Combinatorics