Scinovex
article Open Access

Motzkin numbers revisited

Abstract

Motzkin numbers, like Catalan numbers, have important role in number theory and they preserve their own identity in many ways. In this note we have, as mentioned in the title, have revisited the system and tried to associate some facts with Euclidian geometry. In addition to that some algebraic results are noted and important features of Motzkin numbers with that of Catalan’s are critically compared.

Advanced Combinatorial MathematicsMathematics and ApplicationsPoint processes and geometric inequalitiesCatalan numberMathematicsCatalanCombinatoricsIdentity (music)Algebraic numberEuclidean geometryDiscrete mathematicsAlgebra over a fieldPure mathematics
Citations
0
FWCI
0.00
field-weighted impact
References
0
Percentile
31%
vs. same field & year
Related articles
Additional mathematical properties of Narayana numbers and Motzkin numbers
International Journal of Statistics and Applied Mathematics · 2018 · 0 citations
Citation Network

How this paper connects to the literature. Drag to explore, click any node to open that paper.

Motzkin numbers revisited · Scinovex