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nature of an optimal stopping time a yielding the extreme payoff E (yow'Z, I Zo = z
) = V(z, w, a). Under specific ... Xn <n and thus. EytXt c Eytft, t any stopping time ...
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since fo ey?(dt) < o00, we see that Jo eytft(t)dt < o00. Then, again by Feller (1971
z = 1 − y ∑i αiyiK(xi,x), and update the corresponding α as α := α + ηz if α + ηz >
0; ... where ρ(xt) := eytft(xt)/(1 +eytft(xt))2, and ⊗ denotes the outer product ...
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