ON SHARPLY N-TRANSITIVE SUPERSTABLE GROUPS

[摘要] We study sharply n-transitive superstable groups for n = 2,3. For n = 3 we get a complete classification, and for n = 2 we prove that such groups split if we also assume the surjectivity principle. These results generalize the algebraic case.

[发布日期] 1990-12-20