BibTex RIS Cite

INVERSION OF RATIONAL SURFACES PARAMETERIZABLE BY QUADRATICS

Year 2013, Volume: 13 Issue: 13, 69 - 75, 01.06.2013

Mohammed Tesemma Haohao Wang

Abstract

Given a rational surface parameterized by quadratics, the main aim of the paper is to describe a method for finding an inversion map for such parameterized surfaces.

Keywords

rational surfaces syzygy implicit equations inversion map

Year 2013, Volume: 13 Issue: 13, 69 - 75, 01.06.2013

Mohammed Tesemma Haohao Wang

Abstract

There are 0 citations in total.

Details

Other ID JA58GC64JC
Journal Section Articles
Authors

Mohammed Tesemma This is me

Haohao Wang This is me

Publication Date June 1, 2013
Published in Issue Year 2013 Volume: 13 Issue: 13

Cite

APA Tesemma, M., & Wang, H. (2013). INVERSION OF RATIONAL SURFACES PARAMETERIZABLE BY QUADRATICS. International Electronic Journal of Algebra, 13(13), 69-75.
AMA Tesemma M, Wang H. INVERSION OF RATIONAL SURFACES PARAMETERIZABLE BY QUADRATICS. IEJA. June 2013;13(13):69-75.
Chicago Tesemma, Mohammed, and Haohao Wang. “INVERSION OF RATIONAL SURFACES PARAMETERIZABLE BY QUADRATICS”. International Electronic Journal of Algebra 13, no. 13 (June 2013): 69-75.
EndNote Tesemma M, Wang H (June 1, 2013) INVERSION OF RATIONAL SURFACES PARAMETERIZABLE BY QUADRATICS. International Electronic Journal of Algebra 13 13 69–75.
IEEE M. Tesemma and H. Wang, “INVERSION OF RATIONAL SURFACES PARAMETERIZABLE BY QUADRATICS”, IEJA, vol. 13, no. 13, pp. 69–75, 2013.
ISNAD Tesemma, Mohammed - Wang, Haohao. “INVERSION OF RATIONAL SURFACES PARAMETERIZABLE BY QUADRATICS”. International Electronic Journal of Algebra 13/13 (June2013), 69-75.
JAMA Tesemma M, Wang H. INVERSION OF RATIONAL SURFACES PARAMETERIZABLE BY QUADRATICS. IEJA. 2013;13:69–75.
MLA Tesemma, Mohammed and Haohao Wang. “INVERSION OF RATIONAL SURFACES PARAMETERIZABLE BY QUADRATICS”. International Electronic Journal of Algebra, vol. 13, no. 13, 2013, pp. 69-75.
Vancouver Tesemma M, Wang H. INVERSION OF RATIONAL SURFACES PARAMETERIZABLE BY QUADRATICS. IEJA. 2013;13(13):69-75.