Question: 35. For sufficiently small > 0, the Wilcoxon test at level a = k(~). k a positive integer, maximizes the power (among rank tests) against

35. For sufficiently small > 0, the Wilcoxon test at level a = k(~). k a positive integer, maximizes the power (among rank tests) against the alternatives (F,G) with G (1-0)F+OF.

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For sufficiently small > 0, the Wilcoxon test at level = k 3N n , k a positive integer, maximizes the power (among rank tests) against the alternatives (F, G) with G = (1 )F + F2.

For sufficiently small > 0, the Wilcoxon test at level = k N n , k a positive integer, maximizes the power (among rank tests) against the alternatives (F, G) with G = (1 )F + F2.

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