Suppose Xnconverges weakly to X with respect to the topology of C[0, 1]. Prove that Xnconverges weakly to X with respect to the topology of D[0, 1].
This is the converse to Let A be an index set, and suppose the collection of functions
is precompact in D[0, 1], i.e., its closure is compact.
(1) Prove
(2) Prove
Chapter 35
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