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Normal (Gaussian) Distribution

Definitions:

  A continuous distribution whose density function is given by f(x;μ;σ)=1/√(〖2πσ〗^2 ) e^(-〖1/2 ((x-μ)/σ)〗^2 ) , where μ and σ are location and scale parameters.
Sources:
NIST SP 800-22 Rev. 1a