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OPIM Department, The Wharton School, University of Pennsylvania, Philadelphia, Pennsylvania 19104-6366
We study the employee staffing problem in a service organization that uses employee service capacity to meet random, nonstationary service requirements. The employees experience learning and turnover on the job, and we develop a Markov Decision Process (MDP) model which explicitly represents the stochastic nature of these effects. Theoretical results show that the optimal hiring policy is of a state-dependent "hire-up-to" type, similar to an inventory "order-up-to" policy. For two important special cases, a myopic policy is optimal. We also test a linear programming (LP) based heuristic, which uses average learning and turnover behavior, in stationary environments. In most cases, the LP-based policy performs quite well, within 1% of optimality. When flexible capacityin the form of overtime or outsourcingis expensive or not available, however, explicit modeling of stochastic learning and turnover effects may improve performance significantly.
Department of Management Science, School of Business Administration, University of Washington, Seattle, Washington 98195-3200
gans{at}wharton.upenn.edu
yongpin{at}u.washington.edu
Subject classifications: Dynamic programming/optimal control; applications: hierarchical model for manpower planning. Organizational studies; manpower planning: MDP staffing model withlearning and turnover.
History: Received July 1999;
revision received November 2001; revision received May 2001;
accepted October 2001.
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