Pages that link to "Item:Q544136"
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The following pages link to Increasing and decreasing sequences in fillings of moon polyominoes (Q544136):
Displaying 22 items.
- Shape-Wilf-equivalences for vincular patterns (Q394755) (← links)
- Positive and negative chains in charged moon polyominoes (Q395200) (← links)
- Chains of length 2 in fillings of layer polyominoes (Q396894) (← links)
- Maximal 0-1-fillings of Moon polyominoes with restricted chain lengths and rc-graphs (Q408114) (← links)
- Catalan pairs and Fishburn triples (Q494124) (← links)
- Avoiding monotone chains in fillings of layer polyominoes (Q505702) (← links)
- A new perspective on \(k\)-triangulations (Q543909) (← links)
- Growth diagrams, and increasing and decreasing chains in fillings of Ferrers shapes (Q863323) (← links)
- \(k\)-noncrossing and \(k\)-nonnesting graphs and fillings of Ferrers diagrams (Q950332) (← links)
- Multitriangulations as complexes of star polygons (Q1017914) (← links)
- Ascents and descents in 01-fillings of moon polyominoes (Q1041188) (← links)
- Type-B generalized triangulations and determinantal ideals (Q1043630) (← links)
- Major index for 01-fillings of moon polyominoes (Q1957961) (← links)
- Coboundary categories and local rules (Q1991416) (← links)
- Hidden invariance of last passage percolation and directed polymers (Q2119206) (← links)
- Hecke insertion and maximal increasing and decreasing sequences in fillings of stack polyominoes (Q2194766) (← links)
- Maximal increasing sequences in fillings of almost-moon polyominoes (Q2348151) (← links)
- Subword complexes, cluster complexes, and generalized multi-associahedra (Q2441569) (← links)
- Maximal increasing sequences in fillings of almost-moon polyominoes (Q2803295) (← links)
- k-noncrossing and k-nonnesting graphs and fillings of Ferrers diagrams (Q3439558) (← links)
- Fillings of skew shapes avoiding diagonal patterns (Q5074773) (← links)
- Strictly increasing and decreasing sequences in subintervals of words and a conjecture of Guo and Poznanović (Q6201885) (← links)
