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- W2370237562 abstract "Two problems on simultaneous hypothetical testing of location and scale parameters in a growth curve model are considered in this paper.Let Y～N_(p,N)(BζA, Σ, I,).where B and A are known matrices of orders p×q and m×N respectively, ζ an unknown location parameter matrix of order q×m, and Σ an unknown positive definite scale parameter matrix of order p×p.In section 2, likelihood ratio test procedures are given for the following null hypotheses: 1) H_1: ζ=0,Σ=I 2) H_2: ζ=0,Σ=σ~2 G.where G is a known positive definite matrix, and σ a unknown positive number. The hth moments and the distributions of these statistics under H_i are given in section 3." @default.
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- W2370237562 date "1984-01-01" @default.
- W2370237562 modified "2023-09-25" @default.
- W2370237562 title "Some Problems on Testing Position and Scale Parameters together in Growth Curve Model" @default.
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