## Sextic surfacesWritten by Paul BourkeJanuary 2006
Sextic equations are in general equations of a variable with power terms up to degree 6. ^{6} + c_{5} x^{5} + c_{4} x^{4} +
c_{3} x^{3} + c_{2} x^{2} +
c_{1} x + c_{0} = 0
In 3 dimensions the equation contains all the possible terms in x _{i} x^{m} y^{n} z ^{o}
Example by Edmond Bonon, rendered in PovRay [sextic.inc] Other examples of Sextic surfaces (degree 6) are the Barth Sextic, Hunt surface, and Boy surface. |