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- Supertoroid abstract "In geometry and computer graphics, a supertoroid or supertorus is usually understood to be a family of doughnut-like surfaces (technically, a topological torus) whose shape is defined by mathematical formulas similar to those that define the superquadrics. The plural of "supertorus" is either supertori or supertoruses.The family was described and named by Alan Barr in 1994.Barr's supertoroids have been fairly popular in computer graphics as a convenient model for many objects, such as smooth frames for rectangular things. One quarter of a supertoroid can provide a smooth and seamless 90-degree joint between two superquadric cylinders. However they are not algebraic surfaces (except in special cases).".
- Supertoroid thumbnail Supertorus_table.png?width=300.
- Supertoroid wikiPageID "20439722".
- Supertoroid wikiPageRevisionID "549549235".
- Supertoroid hasPhotoCollection Supertoroid.
- Supertoroid subject Category:Computer_graphics.
- Supertoroid subject Category:Surfaces.
- Supertoroid type Artifact100021939.
- Supertoroid type Object100002684.
- Supertoroid type PhysicalEntity100001930.
- Supertoroid type Surface104362025.
- Supertoroid type Surfaces.
- Supertoroid type Whole100003553.
- Supertoroid comment "In geometry and computer graphics, a supertoroid or supertorus is usually understood to be a family of doughnut-like surfaces (technically, a topological torus) whose shape is defined by mathematical formulas similar to those that define the superquadrics.".
- Supertoroid label "Supertoroid".
- Supertoroid sameAs m.04zxjwh.
- Supertoroid sameAs Q7644285.
- Supertoroid sameAs Q7644285.
- Supertoroid sameAs Supertoroid.
- Supertoroid wasDerivedFrom Supertoroid?oldid=549549235.
- Supertoroid depiction Supertorus_table.png.
- Supertoroid isPrimaryTopicOf Supertoroid.
