The plaplace returns the Cumulative Distribution Function at point x
for the Laplace distribution with parameters \(a\) and \(m\).
plaplace(x, m = 0, a = 1)a vector containing the values for the probabilities.
(numeric) - value in the range \((-\infty, \infty)\) to evaluate the density.
(numeric) - location parameter.
(numeric) - scale parameter. Must be in the range \((0, \infty)\).
The Laplace distribution is a distribution controlled by two parameters, with formula: $$f(x;a,m) = \frac{1}{2a} e^{- \left| \frac{x-m}{a} \right| }$$ where \(a\) is a scale parameter, and \(m\) is a location parameter.