## ::Fractal derivative

### ::concepts

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In applied mathematics and mathematical analysis, the **fractal derivative** is a nonstandard type of derivative in which the variable such as *t* has been scaled according to *t ^{α}*. The derivative is defined in fractal geometry.

**Fractal derivative sections**

Intro Physical background Definition Application in anomalous diffusion See also References External links

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Fractal::alpha Partial::media Equation::''t'' Function::physical Velocity::right Modeling::space

{{#invoke:Message box|ambox}}

In applied mathematics and mathematical analysis, the **fractal derivative** is a nonstandard type of derivative in which the variable such as *t* has been scaled according to *t ^{α}*. The derivative is defined in fractal geometry.

**Fractal derivative sections**

Intro Physical background Definition Application in anomalous diffusion See also References External links

PREVIOUS: Intro | NEXT: Physical background |

<< | >> |