Document Type
Poster
Abstract
Triominoes are a variant of dominoes using equilateral triangular tiles. The corners of each tile are labeled by integers from the set {0, 1, 2, 3, 4, 5} following certain rules. Each allowed tile appears exactly once in the game set. In this presentation, we discuss why these rules and game size are important, as well as present several combinatorial properties of generalized triominoes games on the set {0, 1, . . . , n}, with and without an orientation restriction.
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Publication Date
2024
Keywords
combinatorial properties, Triominoes
Disciplines
Mathematics
Recommended Citation
Erpelding, Zoe; Haslem, Valon; Hoppe, Diana; Shultis, Katharine; and Whitlatch, Hays, "A Combinatorial Study of the Game Triominoes" (2024). Math Student Scholarship. 2.
https://repository.gonzaga.edu/mathstudentschol/2
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