Disjoint topological transitivity for cosine operator functions on weighted Orlicz spaces

In this note, we give sufficient conditions for sequences of operators to be disjoint topologically transitive on the weighted Orlicz spaces of locally compact groups. This condition also ensures the disjoint blow-up/collapse property holds. In our case, these sequences of operators can be regarded as cosine operator functions. Disjoint topological mixing for such cosine operator functions is investigated as well.