The Hockey Stick Theorems in Pascal and Trinomial Triangles
Sima Mehri
TL;DR
This paper explores specific patterns in Pascal and trinomial triangles, revealing new mathematical properties and relationships within these well-known combinatorial structures.
Contribution
It introduces novel theorems called the Hockey Stick Theorems for Pascal and trinomial triangles, expanding understanding of their combinatorial properties.
Findings
Identified new Hockey Stick Theorems in Pascal and trinomial triangles
Established relationships between entries in these triangles
Provided proofs for the new theorems
Abstract
We have found some patterns in some triangles.
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Taxonomy
TopicsMathematics and Applications · History and Theory of Mathematics · Advanced Mathematical Theories and Applications