Abstract
Based on the concept of the folding, the folding in X-direction and in Y-direction are dened and denoted by the X-Folding and the Y-Folding respectively. We consider a random variable X which follows a rectangular distribution "R(a, b) distribu-tion" with two parameters a, b. This paper aims to apply the folding on the unit area P(a ≤X ≤ b) and also to study the proposed folding in each direction for R(a, b) distri-bution and the generated family of the corresponding constructed rectangular probability distributions. Some main properties of this family are reviewed. According to the pro-posed folding, we derive and discuss some important corresponding functions in closed forms. KCI Citation Count: 0