Orthogonal Arrays of Strength 3 Donald
نویسنده
چکیده
A new construction for orthogonal arrays of strength 3 is given.
منابع مشابه
The decomposability of simple orthogonal arrays
It is well-known that all orthogonal arrays of the form OA(N, t+1, 2, t) are decomposable into λ orthogonal arrays of strength t and index 1. While the same is not generally true when s = 3, we will show that all simple orthogonal arrays of the form OA(N, t + 1, 3, t) are also decomposable into orthogonal arrays of strength t and index 1.
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The construction given in 4] is extended to obtain new innnite families of orthogonal arrays of strength 3. Regular 3-wise balanced designs play a central role in this construction.
متن کاملOn the Construction of Asymmetric Orthogonal Arrays
A general method for constructing asymmetric orthogonal arrays of arbitrary strength is proposed. Application of this method is made to obtain several new families of tight asymmetric orthogonal arrays of strength three. A procedure for replacing a column with 2 symbols in an orthogonal array of strength three by several 2-symbol columns, without disturbing the orthogonality of the array, leads...
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تاریخ انتشار 1996