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SPSS® 12.0 Command Syntax Reference

SPSS® 12.0 Command Syntax Reference

SPSS® 12.0 Command Syntax Reference

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648 GLM: Overview<br />

suppressing the intercept effect and specifying the highest order of interaction on the DESIGN<br />

subcommand.<br />

GLM Y1 Y2 BY B, D, E<br />

/INTERCEPT = EXCLUDE<br />

/DESIGN = B*D*E.<br />

Custom Hypothesis Specifications<br />

GLM provides a flexible way for you to customize hypothesis testing based on the general<br />

linear hypothesis LBM = K, where B is the parameter vector or matrix. You can specify a<br />

customized linear hypothesis by using one or a combination of the subcommands LMATRIX,<br />

MMATRIX, KMATRIX, and CONTRAST.<br />

LMATRIX, MMATRIX, and KMATRIX Subcommands<br />

• The L matrix is called the contrast coefficients matrix. This matrix specifies coefficients<br />

of contrasts, which can be used for studying the between-subjects effects in the<br />

model. One way to define the L matrix is by specifying the CONTRAST subcommand, on<br />

which you select a type of contrast. Another way is to specify your own L matrix directly<br />

by using the LMATRIX subcommand. For details, see the syntax rules for these two subcommands<br />

in GLM: Univariate.<br />

• The M matrix is called the transformation coefficients matrix. This matrix provides a<br />

transformation for the dependent variables. This transformation can be used to construct<br />

contrasts among the dependent variables in the model. The M matrix can be specified<br />

on the MMATRIX subcommand. For details, see the syntax rule for this subcommand in<br />

GLM: Multivariate.<br />

• The K matrix is called the contrast results matrix. This matrix specifies the results<br />

matrix in the general linear hypothesis. To define your own K matrix, the KMATRIX<br />

subcommand can be used. For details, see the syntax rules for this subcommand in<br />

GLM: Univariate.

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