Sentence examples for orthogonal designs from inspiring English sources

These matrices generalize the familiar notions of orthogonal designs and generalized complex orthogonal designs.

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.

This paper offers techniques for constructing quaternion orthogonal designs via combinations of specially chosen complex orthogonal designs.

In particular, links between orthogonal designs (ODs), generalized orthogonal designs (GODs) and orthogonal Latin hypercube designs are established.

Following his lead, Ghaderpour introduced signed group orthogonal designs and showed an asymptotic existence result for orthogonal designs and consequently Hadamard matrices.

Recently new methods for constructing self-dual codes are established using orthogonal designs, generalized orthogonal designs and Diophantine equations over GF(p).

Cocyclic orthogonal designs are then introduced, and the construction and classification questions for cocyclic M-concordant systems of orthogonal designs are addressed.

While most existing papers concerning orthogonal split-plot designs focus on regular orthogonal designs, we find that many minimum aberration split-plot designs are nonregular orthogonal designs.

We show that the capability of orthogonal designs for model discrimination is surprisingly varied.

Recently a new method of constructing self-dual codes was established using orthogonal designs.

The above methods lead to the construction of many new orthogonal designs.