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This paper is concerned with relationships of weakly mixing, topologicallyweakly mixing, and sensitivity for non-autonomous discrete systems. It is shownthat weakly mixing implies topologically weakly mixing and sensitivity formeasurable systems with a fully supported measure; and topological weaklymixing implies sensitivity for general dynamical systems. However, the inverseconclusions are not true and some counterexamples are given. The relatedexisting results for autonomous discrete systems are generalized tonon-autonomous discrete systems and their conditions are weaken.

Weakly mixing, topologically weakly mixing, and sensitivity for non-autonomous discrete systems