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quartic |
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A quartic curve is an algebraic curve of
the fourth degree.
The quartic is the highest order polynomial that can be solved in the general way, by means of roots.
The following curves do have quartic specimen:
The following curves are quartic:
- ampersand curve
- bean curve (1)
- bean curve (2)
- besace
- bicircular quartic
- bicorn
- bicuspid
- bifolium
- bow curve
- bullet nose
- capricornoid
- Cartesian oval
- conchoid
- cranioid
- cross curve
- deltoid
- devil's curve
- Dürer's conchoid
- falling sand curve
- fish curve
- folium
- Granville's egg
- kampyle of Eudoxus
- kappa curve
- knot curve
- Kulp's quartic
- lemniscate (of Bernoulli)
- limaçon
- links curve
- Mandelbrot lemniscate
- quartic egg curve
- swastika curve
- trifolium
- Trott curve
- Wassenaar (egg) curve