Details:
Title | Implicitization of Curves Parameterized by Generalized Trigonometric Polynomials | Author(s) | Hoon Hong | Type | Technical Report, Misc | Abstract | Consider a plane curve given parametrically by a generalized
trigonometric polynomial, that is, x + iy = \Sum^n_{k=1} a_k e^{ik\Theta}. In this paper, we obtain an implicitization of the curve, that is, an equation in x and y which captures all the points on the curve and, if any, only finitely many more points. | Length | 7 |
File |
| Language | English | Number | 94-69 | Address | Johannes Kepler University, Linz, Austria | Year | 1994 | Edition | 0 | Translation |
No | Refereed |
No | Institution |
RISC (Research Institute for Symbolic Computation) |
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