@article{article_1013596, title={Some inclusion results for the new Tribonacci-Lucas matrix}, journal={Bitlis Eren University Journal of Science and Technology}, volume={11}, pages={76–81}, year={2021}, DOI={10.17678/beuscitech.1013596}, author={Karakaş, Murat}, keywords={Tribonacci-Lucas numbers, Fibonacci numbers, Toeplitz matrix, Summability method}, abstract={The main purpose of this paper is first to establish a new regular matrix by using one of the important sequences of integer number called Tribonacci-Lucas. Also, we class this new Tribonacci-Lucas matrix with some well-known summability methods such as Riesz means, Nörlund means and Cesaro means. To do this, we show that the Tribonacci-Lucas matrix is a regular summability method and in addition to this, we give some inclusion results and finally prove that Cesaro matrix is stronger than the Tribonacci-Lucas matrix.}, number={2}, publisher={Bitlis Eren University}