On some problems about ternary paths -- a linear algebra approach

29 Sep 2020 Prodinger Helmut

Ternary paths consist of an up-step of one unit, a down-step of two units, never go below the $x$-axis, and return to the $x$-axis. This paper addresses the enumeration of partial ternary paths, ending at a given level $i$, reading the path either from left to right or from right to left... (read more)

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