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Optimal 2-D (nxm, 3, 2, 1)-optical orthogonal codes
  • ISSN号：0018-9448
  • 期刊名称：IEEE Transactions on Information Theory
  • 时间：2013
  • 页码：710-725
  • 相关项目：两类组合编码的研究
作者： Xiaomiao Wang|Yanxun Chang|Tao Feng|
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The fine triangle intersection problem for (K_4-e)-designs
Combinatorial constructions for optimal 2-dimensional optical orthogonal codes with \lambda=2
On symmetric \lambda-configurations with small \lambda
Existence of cyclic (3,\lambda)-GDD of type g^v having prescribed number of short orbits
A pair of disjoint 3-GDDs with group-type g^tu^1
完全3-一致超图的一类填充问题和覆盖问题
带可分解性质的幂等拟群大集
Further results on optimal (v,4,2,1)-OOCs
The sizes of optimal (n, 4, λ, 3) optical orthogonal codes
The existence spectrum for (3,\lambda)-GDDs of type g^tu^1
On the covering number c_λ(3, w_4^{(3)}, v)
Determination of the exact values for \Psi(v,k,k-1)
Determination of the sizes of optimal (m, n, k, \lambda, k-1) -OOSPCs with \lambda=k-1, k
Overlarge sets of Mendelsohn triple systems with resolvability
TBSs in some minimum coverings
Two classes of two-dimensional OOCs
P3BD-closed sets
最小kite覆盖设计的三角细相交问题(英文)
Constructions for cyclic 3-designs and improved results on cyclic Steiner quadruple systems
Combinatorial constructions for optimal optical orthogonal signature pattern codes
The intersection numbers of KTSs with a common parallel class
Decompositions of 3-uniform hypergraph K^3_v into hypergraph K^3_4+e
Metamorphosis of simple twofold triple systems into maximum twofold (K_4-e)-packings
Maximum two-dimensional （u × v, 4, 1, 3）-OOCs