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- Title
Verse.
- Authors
Chynoweth, George H.
- Abstract
The article presents information about multivariates. In the beginning there was a single variable. The variable was a scalar without magnitude or direction. The scalar turned in upon itself and became a vector. The scalar was divided from the vector. The scalar and vector both conjoined themselves in a multitude of inverted transformations, and a matrix emerged, extending itself into all the directions into infinity. Now, the matrix was with magnitude and direction, and within its diagonal was unity. Matrix was conjoined with the scalar and vector, inverted and multiplied with themselves. After that some hypotheses were introduced and made two great measures: the greater to test the parametrics, and the lesser to test the nonparametrics. And hence, multivariates were produced.
- Subjects
MATHEMATICAL variables; SCALAR field theory; VECTOR analysis; MATRICES (Mathematics); MULTIVARIATE analysis; MATRIX derivatives
- Publication
Journal of Counseling & Development, 1984, Vol 63, Issue 1, p53
- ISSN
0748-9633
- Publication type
Article