Arnold, D. Et Al. 2016. REPRESENTATIONS OF FINITE POSETS OVER THE RING OF INTEGERS MODULO A PRIME POWER. JOURNAL OF COMMUTATIVE ALGEBRA , vol.8, no.4 , 461-491.

Arnold, D., Mader, A., Mutzbauer, O., & SOLAK, E., (2016). REPRESENTATIONS OF FINITE POSETS OVER THE RING OF INTEGERS MODULO A PRIME POWER. JOURNAL OF COMMUTATIVE ALGEBRA , vol.8, no.4, 461-491.

Arnold, David Et Al. "REPRESENTATIONS OF FINITE POSETS OVER THE RING OF INTEGERS MODULO A PRIME POWER," JOURNAL OF COMMUTATIVE ALGEBRA , vol.8, no.4, 461-491, 2016

Arnold, David Et Al. "REPRESENTATIONS OF FINITE POSETS OVER THE RING OF INTEGERS MODULO A PRIME POWER." JOURNAL OF COMMUTATIVE ALGEBRA , vol.8, no.4, pp.461-491, 2016

Arnold, D. Et Al. (2016) . "REPRESENTATIONS OF FINITE POSETS OVER THE RING OF INTEGERS MODULO A PRIME POWER." JOURNAL OF COMMUTATIVE ALGEBRA , vol.8, no.4, pp.461-491.

@article{article, author={David Arnold Et Al. }, title={REPRESENTATIONS OF FINITE POSETS OVER THE RING OF INTEGERS MODULO A PRIME POWER}, journal={JOURNAL OF COMMUTATIVE ALGEBRA}, year=2016, pages={461-491} }