Common examples are stochastic demands and stochastic travel times. Sometimes, the set of customers to be visited is not known. Applications of the SVRP occur in a variety of fields, for example, Lambert et al. [23]design routes for vehicles to gather deposits from bank branches and deliver them to a central office. Jaillet [24, 25] considers a probabilistic traveling salesman problem (TSP) with random demand. a priori tour is built that comprises all potential customers, and after observing the subset that demands service, the other customers are passed over. The goal is finding a tour with minimum expected length. Bertsimas and Howell [26] investigate this problem, and Bertsimas [27] develops it to a capacitated single-vehicle routing problem with random
Common examples are stochastic demands and stochastic travel times. Sometimes, the set of customers to be visited is not known. Applications of the SVRP occur in a variety of fields, for example, Lambert et al. [23]design routes for vehicles to gather deposits from bank branches and deliver them to a central office. Jaillet [24, 25] considers a probabilistic traveling salesman problem (TSP) with random demand. a priori tour is built that comprises all potential customers, and after observing the subset that demands service, the other customers are passed over. The goal is finding a tour with minimum expected length. Bertsimas and Howell [26] investigate this problem, and Bertsimas [27] develops it to a capacitated single-vehicle routing problem with random