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A digraph T is called a local tournament if for every vertex x of T، نويسنده , , the set of in-neighbors as well as the set of out-neighbors of x induce tournaments. We give characterizations of generalized arc-pancyclic and strongly path-panconnected local tournaments، نويسنده , , respectively. Our results generalize those due to Bu and Zhang (1996) about arc-pancyclic local tournaments and about strongly arc-pancyclic local tournaments، نويسنده , , respectively. Moreover، نويسنده , , these also extend the corresponding results in Tian et al. (1982) and Zhang (1982) for tournaments.، نويسنده ,
