位置：成果数据库 > 期刊 > 期刊详情页
The Hamilton-Waterloo Problem for Hamilton Cycles and Triangle-Factors
  • ISSN号：1063-8539
  • 期刊名称：Journal of Combinatorial Designs
  • 时间：2012.7.7
  • 页码：305-316
  • 相关项目：t-设计及相关组合结构的存在性与构造
作者： Hongchuan Lei|Hao Shen|
同期刊论文项目
t-设计及相关组合结构的存在性与构造
期刊论文 15
同项目期刊论文
Combinatorial Interpretations for T-G(1,-1)
Maximum Hexagon Packing of Kv - F Where F is a Spanning Forest
The Hamilton-Waterloo problem for Hamilton cycles and C_{4k}-factors
Simple 3-designs with block size d+1 from PSL(2,2^n) where d|(2^n-1)
All nearly 2-regular leaves of partial 6-cycle systems
Weight distribution of Preparata codes over Z_4 and the construction of 3-design
Existence and embeddings of resolvable group divisible designs-a survey
长为{3,4,5}的完备删位纠错码的组合构造
推广的几乎可分解的26圈系
Non-decreasing k-flaw preference sets
Maximum Hexagon Packing of K_v-L Where L is a 2-regular Subgraph
Thte Stein-Lovasz Theorem and Its Applicationos to Some Cobinatorial arrays
长为{3，4，5）的完备删位纠错码的组合构造
长为{4，5，6}的完备删位纠错码的存在性