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In the IODPSO algorithm, an orthogonal designed method is used to construct a promising exemplar.
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These matrices generalize the familiar notions of orthogonal designs and generalized complex orthogonal designs.
In particular, links between orthogonal designs (ODs), generalized orthogonal designs (GODs) and orthogonal Latin hypercube designs are established.
The concentration matrix was designed by a orthogonal design.
The orthogonal design method is adopted for experimental design.
In Exp. 1, an orthogonal design was adopted.
In this paper, we construct some interesting families of orthogonal designs using signed group orthogonal designs to show the capability of signed group orthogonal designs in generation of different types of orthogonal designs.
The nearly-optimized configuration is verified by an orthogonal design.
The formulation of MMPTs was optimized by an orthogonal design.
Orthogonal design was employed for the analysis of test data.
Orthogonal design method is used to choose the optimization combination.
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