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本文求出了光正交码最大容量φ(n
w、λ)的几个精确公式
并首次对容量固定为v后(n、w
λ)光正交码的最大可能个数ψ(v、n、m、λ)进行了研究
给出了几个上、下界公式。最后讨论了光正交码的构造问题。文中还提出了许多尚待解决的问题。
Let φ(n w
λ) be the largest possible number of codewords in a (n
w
λ) optical orthogonal code (OOC) and ψ(v
n
w
λ) be the maximum of the enumeration of OOC with volume v. This paper shows a few exact values about ψ(n
w
λ) and lower and upper bounds about the ψ(v
n
w
λ). Constructions of OOC are also studied. Some open problems are proposed.
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