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- Teragon abstract "Not to be confused with Tarragon.A teragon is a self-similar fractal curve that can be produced by replacing each line segment in an initial figure with multiple connected segments, then replacing each of those segments with the same pattern of segments which was used to replace the first figure, and repeating the process an infinite number of times for every line segment in the figure. Teragons are composed of infinitely many segments. Examples of such fractals include the Koch curve and the Peano curve.".
- Teragon thumbnail Koch_curve.svg?width=300.
- Teragon wikiPageID "17677626".
- Teragon wikiPageLength "807".
- Teragon wikiPageOutDegree "9".
- Teragon wikiPageRevisionID "639674724".
- Teragon wikiPageWikiLink Benoit_Mandelbrot.
- Teragon wikiPageWikiLink Category:Fractals.
- Teragon wikiPageWikiLink Fractal.
- Teragon wikiPageWikiLink Koch_snowflake.
- Teragon wikiPageWikiLink Line_segment.
- Teragon wikiPageWikiLink Peano_curve.
- Teragon wikiPageWikiLink Self-similarity.
- Teragon wikiPageWikiLink Tarragon.
- Teragon wikiPageWikiLink File:Koch_curve.svg.
- Teragon wikiPageUsesTemplate Template:Geometry-stub.
- Teragon subject Category:Fractals.
- Teragon hypernym Curve.
- Teragon type Album.
- Teragon type Function.
- Teragon comment "Not to be confused with Tarragon.A teragon is a self-similar fractal curve that can be produced by replacing each line segment in an initial figure with multiple connected segments, then replacing each of those segments with the same pattern of segments which was used to replace the first figure, and repeating the process an infinite number of times for every line segment in the figure. Teragons are composed of infinitely many segments.".
- Teragon label "Teragon".
- Teragon sameAs Q1945331.
- Teragon sameAs Monsterkurve.
- Teragon sameAs m.047plt0.
- Teragon sameAs Q1945331.
- Teragon wasDerivedFrom Teragon?oldid=639674724.
- Teragon depiction Koch_curve.svg.
- Teragon isPrimaryTopicOf Teragon.