What's the difference between
and
Enter two words to compare and contrast their definitions, origins, and synonyms to better understand how those words are related.

Fractal vs Tessellate - What's the difference?

fractal | tessellate |

As a noun fractal

is (mathematics) a mathematical set that has a non-integer and constant hausdorff dimension; a geometric figure that is self-similar at all scales.

As an adjective fractal

is (mathematics) having the form of a fractal.

As a verb tessellate is

to cover with tiles or stones, as a mosaic.

fractal

English

Noun

(en noun)
  • (mathematics) A mathematical set that has a non-integer and constant Hausdorff dimension; a geometric figure that is self-similar at all scales.
  • (figurative) An object, system, or idea that exhibits a fractal-like property.
  • * 1999 , John J. McGonagle, Carolyn M. Vella, The Internet Age of Competitive Intelligence , ISBN 1567202047.
  • In essence, you are assuming that each segment of a company is a fractal of the whole

    Hyponyms

    * See also

    Derived terms

    * fractal dimension * multifractal

    Adjective

    , a vegetable related to broccoli and cauliflower made up of mini-spirals in fractal formation (-)
  • (mathematics) Having the form of a fractal.
  • * '>citation
  • (figurative) Exhibiting a fractal-like property.
  • * 2007 , Vincent Spina, "Three Central American writers: alone between two cultures" in Carlota Caulfield, DariĆ©n J. Davis (eds) Companion to United States Latino Literatures , ISBN 185566139X.
  • A fractal situation emerges in this way then: the consequences of Ulysses' decision to abandon Calypso are not entirely predictable.

    Derived terms

    * fractal antenna * fractal dimension * fractal response time

    See also

    (commons) * (wikipedia "fractal") * Mandelbrot set * Julia set

    Anagrams

    * ----

    tessellate

    English

    Alternative forms

    * tesselate (chiefly U.S.)

    Verb

    (tessellat)
  • To cover with tiles or stones, as a mosaic.
  • (geometry) Of a two-dimensional shape, such that multiple copies of itself placed edge to edge cover an area leaving no space between the shapes.
  • Regular hexagons tessellate .
  • (geometry) To completely fill (an area) when multiple copies of one or more two-dimensional shapes are placed edge to edge.
  • It is possible to tessellate the plane with equilateral triangles and regular hexagons.

    Derived terms

    * tessellation

    See also

    * (wikipedia "tessellate") * (Mosaic) * (Tile) ----