Pages that link to "Item:Q1928593"

The following pages link to Adjacent \(q\)-cycles in permutations (Q1928593):

Displaying 12 items.

• An algebraically derived q-analogue of a character sum associated with a class of semiregular permutations (Q810510) (← links)
• Counting permutations by the number of successions within cycles (Q906485) (← links)
• Adjacent \(q\)-cycles in permutations (Q1928593) (← links)
• On the adjacent cycle derangements (Q1935976) (← links)
• From Hertzsprung's problem to pattern-rewriting systems (Q2109220) (← links)
• The concept of \(q\)-cycle and applications (Q2249950) (← links)
• Frame patterns in \(n\)-cycles (Q2339437) (← links)
• Cycles on a multiset with only even-odd drops (Q2666580) (← links)
• Adjacent-cycle permutations of a multiset (Q2885006) (← links)
• Integer sequences and k-commuting permutations (Q3462500) (← links)
• Adjoining Almost Disjoint Permutations (Q4531083) (← links)
• Turning cycle restrictions into mesh patterns via Foata's fundamental transformation (Q6177428) (← links)