@article{article_51477, title={Sonlu Tane İnvolutif Matrisin Toplamının Rankı Üzerine Bir Çalışma}, journal={Beykent Üniversitesi Fen ve Mühendislik Bilimleri Dergisi}, volume={8}, pages={51–62}, year={2015}, DOI={10.20854/befmbd.19860}, author={Petik, Tuğba and Duran, Gülsemin Betül}, keywords={idempotent matrix; involutive matrix; rank}, abstract={<p>Chen M. and et al. have solved the open problem related to rank equalities for the sum of finitely many idempotent matrices by using the Gussian elimination method (Chen M. and et al. “On the open problem related to rank equalities for the sum of finitely many idempotent matrices and its applications”, The Scientific World Journal, 2014). In this work, it is obtained a similar rank equality for the sum of finitely many involutive matices and derived some results from this equality. </p>}, number={1}, publisher={Beykent University}