Gaussian Gaussian

Gaussian - Definition and Overview

Carl Friedrich Gauss (1777 - 1855) is the eponym of all of the topics listed below.

Topics including "Gauss"

Topics including "Gaussian"

The relationship between the two concepts above is that the probability density function of the normal probability distribution is a Gaussian function.

Example Usage of Gaussian

rarevictorian: @aplusk dude, they Photoshopped all your skin pores away in Fast Company. Next time slap their hand when they reach for the Gaussian Blur.
ABCDEFGHIJKrys: Final exam two in one day overloaded Gaussian elimination hubble's law tully-fisher spectroscopic parallax globular clusters PS kill me now.
theefunklord: @WalkerSports keep talkin' mess and I'm going to Gaussian Blur your face #graphicdesignerthreats
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