@article{article_1113886, title={A Polynomial Sequence Generalizing an Integer Sequence Associated with Tribonacci Numbers}, journal={Avrupa Bilim ve Teknoloji Dergisi}, pages={185–190}, year={2022}, DOI={10.31590/ejosat.1113886}, author={Arslan, Barış and Uslu, Kemal}, keywords={Tribonacci sayıları, Tribonacci polinomları, Polinom dizisi, Ardışık çift sayılar, Üreteç fonksiyon}, abstract={Tribonacci polynomial sequence is an extension of Tribonacci numbers. We consider an integer sequence enumerating the number of subsets of S of the set [n]={1,2, . . . ,n } containing no three consecutive even integers. We define a polynomial sequence generalizing this integer sequence. The polynomial sequence is associated with the Tribonacci polynomials. We find the closed form formula and derive some basic properties of the polynomial sequence.}, number={36}, publisher={Osman SAĞDIÇ}