Pages that link to "Item:Q501060"

The following pages link to The Hamilton-Waterloo problem with \(C_4\) and \(C_m\) factors (Q501060):

Displaying 17 items.

• A cyclic solution for an infinite class of Hamilton-Waterloo problems (Q292248) (← links)
• Infinitely many cyclic solutions to the Hamilton-Waterloo problem with odd length cycles (Q297926) (← links)
• Uniformly resolvable cycle decompositions with four different factors (Q1696545) (← links)
• Completing the spectrum of almost resolvable cycle systems with odd cycle length (Q1709552) (← links)
• On the Hamilton-Waterloo problem with cycle lengths of distinct parities (Q1744749) (← links)
• The Hamilton-Waterloo problem with even cycle lengths (Q2319702) (← links)
• A note on the Hamilton-Waterloo problem with \(C_8\)-factors and \(C_m\)-factors (Q2411595) (← links)
• The Hamilton-Waterloo problem with 4-cycles and a single factor of \(n\)-cycles (Q2637730) (← links)
• Octahedral, dicyclic and special linear solutions of some Hamilton-Waterloo problems (Q3174791) (← links)
• Factorizations of complete graphs into cycles and 1-factors (Q3303519) (← links)
• The Hamilton-Waterloo problem for cycle sizes 3 and 4 (Q3578158) (← links)
• The Hamilton-Waterloo Problem for C3-Factors and Cn-Factors (Q4591506) (← links)
• Further results on almost resolvable cycle systems and the Hamilton–Waterloo problem (Q4642156) (← links)
• On uniformly resolvable \((C_4,K_{1,3})\)-designs (Q5061394) (← links)
• On the Hamilton-Waterloo problem: the case of two cycles sizes of different parity (Q5217091) (← links)
• Constructing uniform 2-factorizations via row-sum matrices: solutions to the Hamilton-Waterloo problem (Q6071955) (← links)
• On the minisymposium problem (Q6617235) (← links)