摘要
Ⅴ. Müller and J. Pelant have proved in their paper (On strongly homogenous tournaments, Czechoslovak Math. J., 24(1974), 378—391) that if T is a non-transitive tournament of order n, n≥5, then T has the property that all subtournaments of order n-2 in T have the same score list if and only if T is doubly regular. In this letter, we determine the construction of tournaments of order n with the property that all subtournaments of order n- 1 have the same score list.
