Tiling of dominoes with ranked colors

Khadir, O. and Németh, László and Szalay, László (2024) Tiling of dominoes with ranked colors. RESULTS IN MATHEMATICS, 79 (7). ISSN 1422-6383

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Abstract

Several articles deal with tilings with various colors and shapes. In this paper, we present a new type of tiling problem of a (1×n)—board where the colors have a prescribed order of preference and the size of colored dominoes is bounded by (1×s). We show that the total number of tilings can be given as a linearly recurrent sequence of order ks, and at the same time by a higher order self-convolution of s-generalized Fibonacci sequences. © The Author(s) 2024.

Tudományterület / tudományág

natural sciences > mathematics and computer sciences

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Not relevant

Institution

Soproni Egyetem

Item Type:	Article
Additional Information:	Export Date: 04 October 2024;
SWORD Depositor:	Teszt Sword
Depositing User:	Csaba Horváth
Identification Number:	MTMT:35434385
Date Deposited:	08 Oct 2024 10:44
Last Modified:	08 Oct 2024 10:44
URI:	http://publicatio.uni-sopron.hu/id/eprint/3282

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