Aydin, N. Et Al. 2020. SKEW CONSTACYCLIC CODES OVER THE LOCAL FROBENIUS NON-CHAIN RINGS OF ORDER 16. ADVANCES IN MATHEMATICS OF COMMUNICATIONS , vol.14, no.1 , 53-67.

Aydin, N., Cengellenmis, Y., Dertli, A., Dougherty, S. T., & Salturk, E., (2020). SKEW CONSTACYCLIC CODES OVER THE LOCAL FROBENIUS NON-CHAIN RINGS OF ORDER 16. ADVANCES IN MATHEMATICS OF COMMUNICATIONS , vol.14, no.1, 53-67.

Aydin, Nuh Et Al. "SKEW CONSTACYCLIC CODES OVER THE LOCAL FROBENIUS NON-CHAIN RINGS OF ORDER 16," ADVANCES IN MATHEMATICS OF COMMUNICATIONS , vol.14, no.1, 53-67, 2020

Aydin, Nuh Et Al. "SKEW CONSTACYCLIC CODES OVER THE LOCAL FROBENIUS NON-CHAIN RINGS OF ORDER 16." ADVANCES IN MATHEMATICS OF COMMUNICATIONS , vol.14, no.1, pp.53-67, 2020

Aydin, N. Et Al. (2020) . "SKEW CONSTACYCLIC CODES OVER THE LOCAL FROBENIUS NON-CHAIN RINGS OF ORDER 16." ADVANCES IN MATHEMATICS OF COMMUNICATIONS , vol.14, no.1, pp.53-67.

@article{article, author={Nuh Aydin Et Al. }, title={SKEW CONSTACYCLIC CODES OVER THE LOCAL FROBENIUS NON-CHAIN RINGS OF ORDER 16}, journal={ADVANCES IN MATHEMATICS OF COMMUNICATIONS}, year=2020, pages={53-67} }