Normal/Gaussian Probability Distribution Family

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A Normal/Gaussian Probability Distribution Family is an exponential probability distribution family whose exponential function is of the form [math]f(x,a,b,c)[/math] (where [math]a = \tfrac{1}{\sqrt{2\pi\sigma^2}}[/math], [math]b = \mu[/math], and [math]c = 2\sigma^2[/math].



References

2013