作者：LI, ZH; ZHANG, CH
作者单位：Rutgers University System; Rutgers University New Brunswick
摘要：Given two Bernoulli populations with unknown means, we consider the problem of sampling x1, x2, ... sequentially from these populations such as to maximize the expected value of the sum S(n) = x1 + x2 + ... + x(n) as n --> infinity. We obtain an asymptotically efficient rule. Simulation studies show that it performs well for moderate values of n.
作者：TONG, H; SMITH, RL
作者单位：University of North Carolina; University of North Carolina Chapel Hill
作者：MAY, RM; ISHAM, V; BOLKER, B; RENSHAW, E; LAWRANCE, AJ; SPENCER, NM; SMITH, LA; MAYNE, AJ; KING, GP; ALBRECHT, V; LIM, KS; DVORAK, I; BASTERFIELD, J; SALAHUDDIN; MOLLISON, D; CHAN, KS; TONG, H; WOLFF, RCL; LORD, G; NASON, G; TJOSTHEIM, D; CASDAGLI, M; SMITH, RL; BROOMHEAD, DS; HUKE, JP; MULDOON, MR; NYCHKA, D; ELLNER, S; GALLANT, AR; MCCAFFREY, D; CHENG, B; TONG, H
作者单位：University of London; University College London; University of Cambridge; University of Strathclyde; University of Birmingham; University of Warwick; National University of Singapore; Aberystwyth University; University of Peshawar; Heriot Watt University; University of Iowa; University of Kent; University of Glasgow; University of Bath; University of Bergen; University of North Carolina; University of North Carolina Chapel Hill; University of Warwick; North Carolina State University; RAND Corporation; Chinese Academy of Sciences
