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- Mandelbox abstract "In mathematics, the mandelbox is a fractal with a boxlike shape found by Tom Lowe in 2010. It is defined in a similar way to the famous Mandelbrot set as the values of a parameter such that the origin does not escape to infinity under iteration of certain geometrical transformations. The mandelbox is defined as a map of continuous Julia sets, but, unlike the Mandelbrot set, can be defined in any number of dimensions. As a result, it is an example of a multifractal system. It is typically drawn in three dimensions for illustrative purposes.".
- Mandelbox thumbnail Mandelboxpwr2.png?width=300.
- Mandelbox wikiPageExternalLink Mandelbox.html.
- Mandelbox wikiPageExternalLink watch?v=7Pf6jZWguCc.
- Mandelbox wikiPageExternalLink mandelbox.
- Mandelbox wikiPageID "27857702".
- Mandelbox wikiPageRevisionID "582424860".
- Mandelbox hasPhotoCollection Mandelbox.
- Mandelbox subject Category:Fractals.
- Mandelbox type Abstraction100002137.
- Mandelbox type Cognition100023271.
- Mandelbox type Form105930736.
- Mandelbox type Fractal105931152.
- Mandelbox type Fractals.
- Mandelbox type PsychologicalFeature100023100.
- Mandelbox type Structure105726345.
- Mandelbox comment "In mathematics, the mandelbox is a fractal with a boxlike shape found by Tom Lowe in 2010. It is defined in a similar way to the famous Mandelbrot set as the values of a parameter such that the origin does not escape to infinity under iteration of certain geometrical transformations. The mandelbox is defined as a map of continuous Julia sets, but, unlike the Mandelbrot set, can be defined in any number of dimensions. As a result, it is an example of a multifractal system.".
- Mandelbox label "Mandelbox".
- Mandelbox label "Mandelbox".
- Mandelbox sameAs Mandelbox.
- Mandelbox sameAs m.0cc5y1c.
- Mandelbox sameAs Q3285485.
- Mandelbox sameAs Q3285485.
- Mandelbox sameAs Mandelbox.
- Mandelbox wasDerivedFrom Mandelbox?oldid=582424860.
- Mandelbox depiction Mandelboxpwr2.png.
- Mandelbox isPrimaryTopicOf Mandelbox.
