Equivalence Classes of Motzkin Paths Modulo a Pattern of Length at Most Two
Jean-Luc Baril and Armen Petrossian
LE2I UMR CNRS 6306
University of Bourgogne
21078 Dijon
France
Abstract:
For any pattern α of length at most two, we enumerate equivalence
classes of Motzkin paths where two paths of the same length are
equivalent whenever they coincide on all occurrences of the
pattern α.
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(Concerned with sequences
A000045
A000079
A001405
A132916
A165407
A191385.)
Received January 12 2015; revised versions received May 20 2015; June 4
2015. Published in Journal of Integer Sequences, June 26 2015.
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