Bai, H. Et Al. 2020. ON THE EXPONENTIAL DIOPHANTINE EQUATION (n-1)(x) + (n+2)(y) = n(z). COLLOQUIUM MATHEMATICUM , vol.161, no.2 , 239-249.

Bai, H., Kizildere, E., SOYDAN, G., & Yuan, P., (2020). ON THE EXPONENTIAL DIOPHANTINE EQUATION (n-1)(x) + (n+2)(y) = n(z). COLLOQUIUM MATHEMATICUM , vol.161, no.2, 239-249.

Bai, Hairong Et Al. "ON THE EXPONENTIAL DIOPHANTINE EQUATION (n-1)(x) + (n+2)(y) = n(z)," COLLOQUIUM MATHEMATICUM , vol.161, no.2, 239-249, 2020

Bai, Hairong Et Al. "ON THE EXPONENTIAL DIOPHANTINE EQUATION (n-1)(x) + (n+2)(y) = n(z)." COLLOQUIUM MATHEMATICUM , vol.161, no.2, pp.239-249, 2020

Bai, H. Et Al. (2020) . "ON THE EXPONENTIAL DIOPHANTINE EQUATION (n-1)(x) + (n+2)(y) = n(z)." COLLOQUIUM MATHEMATICUM , vol.161, no.2, pp.239-249.

@article{article, author={Hairong Bai Et Al. }, title={ON THE EXPONENTIAL DIOPHANTINE EQUATION (n-1)(x) + (n+2)(y) = n(z)}, journal={COLLOQUIUM MATHEMATICUM}, year=2020, pages={239-249} }