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Let x be a real separable Banach space and (ω,A,μ) a probability space. Also letbe a measurable, measure preserving transformation on (ω,A,μ) and
a semigroup of measurable measure preserving transformations on (ω,A,μ) so that the induced semigroup of isometries on L1
is strongly continous on [0,∞]Given a measurable multifunction
with
we prove the almost sure convergence in the mosco sense of the following ergodic averages of the multifunction F.
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