H. Cao

most citedFurther results on the Hamilton-Waterloo problem

6 citations · 6 across the 2 of their papers we have counts for

collaborators

2 papers

math.CO2017

Almost resolvable $k$ -cycle systems with $k \equiv 2 (mod 4)$

L. Wang, H. Cao

In this paper, we show that if $k \geq 6$ and $k \equiv 2 (mod 4)$ , then there exists an almost resolvable $k$ -cycle system of order $2 k t + 1$ for all $t \geq 1$ except possibly for $t=…

math.CO2016★ 6 cited

Further results on the Hamilton-Waterloo problem

L. Wang, S. Lu, H. Cao

In this paper, we almost completely solve the existence of an almost resolvable cycle system with odd cycle length. We also use almost resolvable cycle systems as well as other com…

Almost resolvable k-cycle systems with k≡2(mod4)

Further results on the Hamilton-Waterloo problem

Almost resolvable $k$ -cycle systems with $k \equiv 2 (mod 4)$