Sequential Shrinkage Estimation

Cover Sequential Shrinkage Estimation
Sequential Shrinkage Estimation
Nickerson, David Macleod
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second 6 P -2 i s third and 6p" 2 has the least improvement over X M giving once again more evidence in the favor of 2 (p -4)/p as the optimal choice of b. 48 3.25- 3.00- 2.75- 2.5Q- 2.25- 2.00- 1.75-, 1.50- 1.25- C.5G— I 0.25- -O- 0.0 . u A denotes risk for X -O- . B 1.2 1 ■ S NPRH THETfi -'N □ denotes risk for 5 denotes risk for <$ N Figure 2.1 Risk Analysis at b=p-2. -O- !.D cost=1.0 cost=.50 cost=.25 cost=.10 cost=.05 cost=.01 2.U 49 e||=v^ ell-ZT COST A denotes percent risk improvement for 6 O denotes percent risk improvement for p-2 .P-2 Figure 2.2 Percent Risk Improvement at b=p-2. 50 a.oo- 2.75- 2.50- 2.25- 2.0Q- 1.75- 1.5Q-. 1.25- 1.00- ,50- 0.2S- O.OQ ^ cost=1.0 O.D O.U O.B 1.2 1.6 NOBH THETfl A denotes risk for X x •N n ■ , * Ap 2 -4)/p U denotes risk for § r o cost=.50 cost=.25 O cost=.10 cost=.05 cost=.01 2.0 2. a denotes ris . . .(p z -4)/p k for 5* Figure 2.3 Risk Analysis at b=(p -4)/p. 51 a.o O.l 0.2 D.3 o.u a. 5 O.G 0.7 D.9 0.3 1.0 COST A denotes percent risk improvement for 5 O denotes percent risk improvement for 6 (p 2 -4)/p N (p 2 -4)/p Figure 2.4 Percent Risk Improvement at b=(p -4)/p.

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