Optimizing hospital drug procurement with rebate contracts

•A supply choice decision problem with dual sourcing under multiperiod setting is studied; the first source is a long term commitment with a constant price and rebate contract, while the second source’s price is stochastic over time.•A periodic review dynamic programming model is established to mini...

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Veröffentlicht in:Omega (Oxford) 2021-12, Vol.105, p.102503, Article 102503
Hauptverfasser: Li, Zhaolin, Ou, Jinwen, Liang, Guitian
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Sprache:eng
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Zusammenfassung:•A supply choice decision problem with dual sourcing under multiperiod setting is studied; the first source is a long term commitment with a constant price and rebate contract, while the second source’s price is stochastic over time.•A periodic review dynamic programming model is established to minimize the expected total procurement cost during the planning horizon.•A state dependent optimal threshold policy is developed, depending on the cumulative purchase quantity of the first source and the realized price of the second source.•Three easily implemented heuristics are proposed and their performances are evaluated. Contracts are prevalent in the Australian pharmaceutical industry and create a new challenge for public hospitals in terms of their procurement activities. Under a standard rebate contract, a manufacturer offers a rebate reward conditional on hospitals purchasing a minimum volume (i.e., the rebate threshold or target) of a specified drug. Additionally, a generic version of the specified drug is also available but does not qualify for any rebate reward. To assist hospitals in choosing between a generic brand and a rebate brand, we develop a periodic-review dynamic programming (DP) model to minimize the total expected procurement cost. The rebate threshold creates a discontinuous and piecewise linear boundary condition in the DP model, causing the objective function to become ill-behaved and making the exact characterization of the optimal policy difficult. We therefore propose three easy-to-use heuristic policies: quota met before switching, constant threshold, and dynamic heuristic policies. Through simulation, we evaluate the performance of these heuristics and identify that which emerges as the best performer. Finally, we discuss three extensions that allow for simultaneous procurement, multiple products and demand realization after decision making.
ISSN:0305-0483
1873-5274
DOI:10.1016/j.omega.2021.102503