The optimal degree of price discrimination can be mathematically determined under monopoly
Economic and mathematical models confirm that monopolistic firms can mathematically determine optimal price discrimination strategies under various market conditions. Retrieved studies specifically utilize dynamic programming and game-theoretic models to establish these optimal pricing paths.
The claim states that the optimal degree of price discrimination can be mathematically determined under a monopoly. Papers 2 and 9 explicitly construct mathematical and dynamic programming models showing how monopolists determine optimal pricing, discrimination, and capacity strategies based on various parameters. The rest of the papers do not address the mathematical determinability of optimal price discrimination in monopolies, leaving the supporting evidence uncontested by the provided set.
Wang Y, Zhou L, Wu C. Optimal trade-in strategy for advance selling with strategic consumers proportion.. 2023. https://doi.org/10.1371/journal.pone.0273124
Paper 2 demonstrates that under monopoly settings (such as advance selling), mathematical and dynamic programming models can successfully determine optimal pricing and discrimination strategies based on specific market parameters.
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Rikard Forslid, Mathias Herzing. On the optimal production capacity for influenza vaccine.. 2015. https://doi.org/10.1002/hec.3057
Paper 9 shows that a monopolistic producer can mathematically solve intertemporal price discrimination problems within a dynamic setting to determine optimal pricing and investment paths.
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