STRUCTURAL STABILITY OF WEAK-HYPERBOLIC SELF-COVERING MAPS
弱双曲覆盖映射的单一化结构稳定性

Suppose that f is a self-covering map of a compact manifold M without boundary. The paper defines the weak-hyperbolic invariant sets, and discusses the properties of weak-hyperbolic invariant sets. In this paper we show mainly that weak-hyperbolic self-covering maps are structurally stable.