betajaotus
Betajaotus, also known as the beta distribution, is a continuous probability distribution defined on the interval (0, 1). It is parameterized by two positive shape parameters, alpha (α) and beta (β). These parameters determine the shape of the distribution. The probability density function (PDF) of the beta distribution is given by f(x; α, β) = x^(α-1) * (1-x)^(β-1) / B(α, β), where B(α, β) is the beta function, which acts as a normalization constant.
The beta distribution is incredibly versatile due to its ability to represent a wide range of shapes.
The beta distribution finds extensive applications in various fields. It is commonly used in Bayesian statistics