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An orientation of a simple graph is referred to as an oriented graph. Caccetta and Häggkvist conjectured that any digraph on vertices with minimum outdegree contains a directed cycle of length at most . In this paper, we consider short cycles in oriented graphs without directed triangles. Suppose that is the smallest real such that every -vertex digraph with minimum outdegree at least contains a directed triangle. Let be a positive real. We show that if is an oriented graph without...
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