ALTINIŞIK, E. And BÜYÜKKÖSE, Ş. 2015. A proof of a conjecture on monotonic behavior of the smallest and the largest eigenvalues of a number theoretic matrix. LINEAR ALGEBRA AND ITS APPLICATIONS , vol.471 , 141-149.

ALTINIŞIK, E., & BÜYÜKKÖSE, Ş., (2015). A proof of a conjecture on monotonic behavior of the smallest and the largest eigenvalues of a number theoretic matrix. LINEAR ALGEBRA AND ITS APPLICATIONS , vol.471, 141-149.

ALTINIŞIK, ERCAN, And ŞERİFE BÜYÜKKÖSE. "A proof of a conjecture on monotonic behavior of the smallest and the largest eigenvalues of a number theoretic matrix," LINEAR ALGEBRA AND ITS APPLICATIONS , vol.471, 141-149, 2015

ALTINIŞIK, ERCAN And BÜYÜKKÖSE, ŞERİFE. "A proof of a conjecture on monotonic behavior of the smallest and the largest eigenvalues of a number theoretic matrix." LINEAR ALGEBRA AND ITS APPLICATIONS , vol.471, pp.141-149, 2015

ALTINIŞIK, E. And BÜYÜKKÖSE, Ş. (2015) . "A proof of a conjecture on monotonic behavior of the smallest and the largest eigenvalues of a number theoretic matrix." LINEAR ALGEBRA AND ITS APPLICATIONS , vol.471, pp.141-149.

@article{article, author={ERCAN ALTINIŞIK And author={ŞERİFE BÜYÜKKÖSE}, title={A proof of a conjecture on monotonic behavior of the smallest and the largest eigenvalues of a number theoretic matrix}, journal={LINEAR ALGEBRA AND ITS APPLICATIONS}, year=2015, pages={141-149} }