Ruby Normdist

normdist.rb

# Code adapted from http://bytes.com/topic/c-sharp/answers/240995-normal-distribution#post980230
module Normdist
  def self.normdist x, mean, std, cumulative
    if cumulative
      phi_around x, mean, std
    else
      tmp = 1/((Math.sqrt(2*Math::PI)*std))
      tmp * Math.exp(-0.5 * ((x-mean)/std ** 2))
    end
  end

  # fractional error less than 1.2 * 10 ^ -7.
  def self.erf z
    t = 1.0 / (1.0 + 0.5 * z.abs);

    # use Horner's method
    ans = 1 - t * Math.exp( -z*z - 1.26551223 +
    t * ( 1.00002368 +
    t * ( 0.37409196 +
    t * ( 0.09678418 +
    t * (-0.18628806 +
    t * ( 0.27886807 +
    t * (-1.13520398 +
    t * ( 1.48851587 +
    t * (-0.82215223 +
    t * ( 0.17087277))))))))))
    z >= 0 ? ans : -ans
  end

  # cumulative normal distribution
  def self.phi z
    return 0.5 * (1.0 + erf(z / (Math.sqrt(2.0))));
  end

  # cumulative normal distribution with mean mu and std deviation sigma
  def self.phi_around z, mu, sigma
    return phi((z - mu) / sigma);
  end
end

Perfect. Exactly what I needed. Thank you.