Abstract
Let Φ(n,k,λa,λc) denote the largest possible size among all (n,k,λa,λc)-OOCs. An (n,k,λa,λc)-OOC with Φ(n,k,λa,λc) codewords is said to be optimal. In this paper, the exact value of Φ(n,4,λ,3) is determined. Equivalently, the size of an optimal (n,4,λ,3) optical orthogonal code is calculated.
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