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Quantitative Finance · Glosarium

Apa itu Optimal stopping problem, Snell envelope?

Dikenal juga sebagai: optimal stopping problem · Snell envelope

Definition 10.1 Quantitative Methods · Bab 10 — Optimal Stopping and Impulse Control

Given an adapted, integrable reward process (Gn)n≤N(G_n)_{n\le N}, the optimal stopping problem is to find sup⁡τE[Gτ]\sup_\tau\E[G_\tau] over stopping times τ≤N\tau \le N. Its Snell envelope is defined backward by UN=GNU_N = G_N and Un=max⁡(Gn,En[Un+1])U_n = \max(G_n, \E_n[U_{n+1}]).

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