CABRERA, M. O. R. D. O. N. E. Z. Et Al. 2022. A NEW VERSION OF UNIFORM INTEGRABILITY VIA POWER SERIES SUMMABILITY METHODS*. THEORY OF PROBABILITY AND ITS APPLICATIONS , vol.67, no.1 , 89-104.

CABRERA, M. O. R. D. O. N. E. Z., ROSALSKY, A., UNVER, M., & VOLODIN, A., (2022). A NEW VERSION OF UNIFORM INTEGRABILITY VIA POWER SERIES SUMMABILITY METHODS*. THEORY OF PROBABILITY AND ITS APPLICATIONS , vol.67, no.1, 89-104.

CABRERA, M. Et Al. "A NEW VERSION OF UNIFORM INTEGRABILITY VIA POWER SERIES SUMMABILITY METHODS*," THEORY OF PROBABILITY AND ITS APPLICATIONS , vol.67, no.1, 89-104, 2022

CABRERA, M. O. Et Al. "A NEW VERSION OF UNIFORM INTEGRABILITY VIA POWER SERIES SUMMABILITY METHODS*." THEORY OF PROBABILITY AND ITS APPLICATIONS , vol.67, no.1, pp.89-104, 2022

CABRERA, M. O. R. D. O. N. E. Z. Et Al. (2022) . "A NEW VERSION OF UNIFORM INTEGRABILITY VIA POWER SERIES SUMMABILITY METHODS*." THEORY OF PROBABILITY AND ITS APPLICATIONS , vol.67, no.1, pp.89-104.

@article{article, author={M. O. R. D. O. N. E. Z. CABRERA Et Al. }, title={A NEW VERSION OF UNIFORM INTEGRABILITY VIA POWER SERIES SUMMABILITY METHODS*}, journal={THEORY OF PROBABILITY AND ITS APPLICATIONS}, year=2022, pages={89-104} }