Archetypal Analysis of Interval Data
Stefania Corsaro, Marina Marino · 2010
In this paper we present a mathematical model for archetypal analysis of data represented by means of intervals of real numbers. We extend the model for single-valued data proposed in the pioneering work of Cutler and Breiman on this topic. The core problem is a non-convex optimization one, which we solve by means of a sequential quadratic programming method. We show numerical experiments performed on both single-valued and interval data in order to validate the model.