Arnold, D. Et Al. 2017. The Class of (1,3) -Groups with a homocyclic regulator quotient of exponent p5 is of finite representation type. Bulletin of the Hellenic Mathematical Society , vol.61 , 55-72.

Arnold, D., Mader, A., Mutzbauer, O., & SOLAK, E., (2017). The Class of (1,3) -Groups with a homocyclic regulator quotient of exponent p5 is of finite representation type. Bulletin of the Hellenic Mathematical Society , vol.61, 55-72.

Arnold, David Et Al. "The Class of (1,3) -Groups with a homocyclic regulator quotient of exponent p5 is of finite representation type," Bulletin of the Hellenic Mathematical Society , vol.61, 55-72, 2017

Arnold, David Et Al. "The Class of (1,3) -Groups with a homocyclic regulator quotient of exponent p5 is of finite representation type." Bulletin of the Hellenic Mathematical Society , vol.61, pp.55-72, 2017

Arnold, D. Et Al. (2017) . "The Class of (1,3) -Groups with a homocyclic regulator quotient of exponent p5 is of finite representation type." Bulletin of the Hellenic Mathematical Society , vol.61, pp.55-72.

@article{article, author={David Arnold Et Al. }, title={The Class of (1,3) -Groups with a homocyclic regulator quotient of exponent p5 is of finite representation type}, journal={Bulletin of the Hellenic Mathematical Society}, year=2017, pages={55-72} }