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| Class Summary | |
|---|---|
| BarthSextic | |
| BoysSurface | |
| CayleyCubic | |
| ClebschCubic | |
| CrossCap | |
| CubeOktaeder | |
| DecoCube | |
| DupinCyclides | |
| Genus2 | |
| Genus5 | |
| ImplicitCone | |
| ImplicitEllipsoid | |
| ImplicitHyperboloid1Sheet | |
| ImplicitHyperboloid2Sheet | |
| ImplicitParaboloid | |
| Join2Tori | |
| KummerQuartic | |
| Maps | This class defines several important and related linear maps of R^3 to itself as static methods; namely projection P on a one-dimemsional subspace, L, reflection R in L, and the transvection T defined by a pair of unit vectors. |
| OrthoCircles | |
| Pilz | |
| Pretzel | |
| SteinerRoman | |
| SurfaceImplicit | Represents a surface in three-space defined as the level set of a real-valued function of x,y,z. |
| Torus | |
| UserSurfaceImplicit | |
| WhitneyUmbrella | |
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