For invariant measures on countable group actions, every sequence entropy tuple is an IT tuple, and for amenable groups these coincide with mean sensitive tuples.
Garc ´ ıa-Ramos, Weak forms of topological and measure theo retical equicontinuity: rela- tionships with discrete spectrum and sequence entropy, Ergodic T heory Dynam
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Independence, sequence entropy and mean sensitivity for invariant measures
For invariant measures on countable group actions, every sequence entropy tuple is an IT tuple, and for amenable groups these coincide with mean sensitive tuples.