Motzkin number

number of patterns of non-intersecting chords with a given number of endpoints on a circle

Wikidata entity: Q2915234

Wikimedia Commons category is Motzkin numbers



P373 Commons category String Motzkin numbers ???
P31 instance of ... Q2297602 (integer sequence) integer sequence
P6104 maintained by WikiProject ... Q8487137 (WikiProject Mathematics) WikiProject Mathematics
P138 named after ... Q935647 (Theodore Samuel Motzkin) Theodore Samuel Motzkin
P279 subclass of ... Q28920044 (positive integer) positive integer

External Ids
P2581BabelNet ID03735927n
P2581BabelNet ID03735927n
P646Freebase ID/m/03hb85
P2812MathWorld IDMotzkinNumber
P6366Microsoft Academic ID (discontinued)85852418
P829OEIS IDA001006

Why not click here or view trends?

log id: 1668395