models based on homogeneous polynomialsNorman
نویسنده
چکیده
Models for mixtures of ingredients are typically tted by Schee e's canonical model forms. An alternative representation is discussed which ooers attractive symmetries, compact notation and homogeneous model functions. It is based on the Kronecker algebra of vectors and matrices, used successfully in previous response surface work. These alternative polynomials are contrasted with those of Schee e, and ideas of synergism and model reduction are connected together in both algebras. Schee e's \special cubic" is shown to be sensible in both algebras.
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