Man·del·brot set 
(mändəl-brŏt′)
(mändəl-brŏt′)n.
The set of complex numbers C for which the iteration zn+1 = zn2 + C produces finite zn for all n when started at z0 = 0. The boundary of the Mandelbrot set is a fractal.
[After Benoit B. Mandelbrot (1924-2010), Polish-born American mathematician.]
Mandelbrot set- Indo-European root: gwen-
- Indo-European root: gwerə-
- Indo-European root: gwerə-
- Indo-European root: gwet-
- Indo-European root: gwhedh-
- Indo-European root: gwhen-
- Indo-European root: gwher-
- Indo-European root: gwhren-
- Indo-European root: gwhrē-
- Indo-European root: gwhī-
- Indo-European root: gwou-
- Indo-European root: gwā-
- Indo-European root: gāu-
- Indo-European root: i-
- Indo-European root: kad-
- Indo-European root: kai-
- Indo-European root: kailo-
- Indo-European root: kaito-
- Indo-European root: kakka-
- Indo-European root: kan-
- Indo-European root: kand-
- Indo-European root: kap-
- Indo-European root: kaput-
- Indo-European root: kar-
- Indo-European root: kas-