Show that if S1,..., Snare predictable stopping times, then so are
If At is a predictable process with paths that are right continuous with left limits and a > 0, showis a predictable stopping time.
Show that if T is a predictable stopping time,is defined to be equal to T (ω) if ω ∈ B and equal to ∞ otherwise, then TB is a predictable stopping time.
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