A Mixed-Binary Linear Model for Fleet Routing and Multiple Product-Types Distribution

  • Cesar G. Tapia Department of Mathematics, UP College of Science

Abstract

This paper presents a mathematical programming approach to solving the problem of routing a fleet of vehicles for the distribution of a number of product-types in a network where each node represents a client with specific demands.  The proposed mathematical model utilizes binary and real valued decision variables and linear formulations of the objective function and the constraints.

Published
1995-08-31
Section
Articles