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fractal

Fractal vs Factual - What's the difference?

fractal | factual |


As adjectives the difference between fractal and factual

is that fractal is (mathematics) having the form of a fractal while factual is of or characterised by or consisting of facts.

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.

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.

Particle vs Fractal - What's the difference?

particle | fractal |


As nouns the difference between particle and fractal

is that particle is a very small piece of matter, a fragment; especially, the smallest possible part of something while 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.

Recursion vs Fractal - What's the difference?

recursion | fractal |


In mathematics terms the difference between recursion and fractal

is that recursion is the act of defining an object (usually a function) in terms of that object itself while fractal is having the form of a fractal.

As nouns the difference between recursion and fractal

is that recursion is the act of recurring while fractal is 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

having the form of a fractal.

Abstract vs Fractal - What's the difference?

abstract | fractal |


As nouns the difference between abstract and fractal

is that abstract is abstract while 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.

Fractal - What does it mean?

fractal | |

Fractal vs Analogous - What's the difference?

fractal | analogous |


As adjectives the difference between fractal and analogous

is that fractal is (mathematics) having the form of a fractal while analogous is having analogy; corresponding to something else; bearing some resemblance or proportion;—often followed by "to".

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.

Fractal vs Fractional - What's the difference?

fractal | fractional |


As nouns the difference between fractal and fractional

is that fractal is a mathematical set that has a non-integer and constant Hausdorff dimension; a geometric figure that is self-similar at all scales while fractional is an expression of a fractional number.

As adjectives the difference between fractal and fractional

is that fractal is having the form of a fractal while fractional is pertaining to a fraction.

Fractal vs Chaos - What's the difference?

fractal | chaos |


As nouns the difference between fractal and chaos

is that 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 while chaos is .

As an adjective fractal

is (mathematics) having the form of a fractal.

Subsume vs Fractal - What's the difference?

subsume | fractal |


As a verb subsume

is to place (any one cognition) under another as belonging to it; to include or contain under something else.

As a noun fractal is

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

having the form of a fractal.

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