ERİŞİR, T. And Gungor, M. A. 2018. The Cauchy-Length Formula and Holditch Theorem in the Generalized Complex Plane C-p. INTERNATIONAL ELECTRONIC JOURNAL OF GEOMETRY , vol.11, no.2 , 111-119.

ERİŞİR, T., & Gungor, M. A., (2018). The Cauchy-Length Formula and Holditch Theorem in the Generalized Complex Plane C-p. INTERNATIONAL ELECTRONIC JOURNAL OF GEOMETRY , vol.11, no.2, 111-119.

ERİŞİR, TÜLAY, And Mehmet Ali Gungor. "The Cauchy-Length Formula and Holditch Theorem in the Generalized Complex Plane C-p," INTERNATIONAL ELECTRONIC JOURNAL OF GEOMETRY , vol.11, no.2, 111-119, 2018

ERİŞİR, TÜLAY And Gungor, Mehmet A. . "The Cauchy-Length Formula and Holditch Theorem in the Generalized Complex Plane C-p." INTERNATIONAL ELECTRONIC JOURNAL OF GEOMETRY , vol.11, no.2, pp.111-119, 2018

ERİŞİR, T. And Gungor, M. A. (2018) . "The Cauchy-Length Formula and Holditch Theorem in the Generalized Complex Plane C-p." INTERNATIONAL ELECTRONIC JOURNAL OF GEOMETRY , vol.11, no.2, pp.111-119.

@article{article, author={TÜLAY ERİŞİR And author={Mehmet Ali Gungor}, title={The Cauchy-Length Formula and Holditch Theorem in the Generalized Complex Plane C-p}, journal={INTERNATIONAL ELECTRONIC JOURNAL OF GEOMETRY}, year=2018, pages={111-119} }