Mathematics (Jun 2023)

A Markov Decision Process with Awareness and Present Bias in Decision-Making

  • Federico Bizzarri,
  • Chiara Mocenni,
  • Silvia Tiezzi

DOI
https://doi.org/10.3390/math11112588
Journal volume & issue
Vol. 11, no. 11
p. 2588

Abstract

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We propose a Markov Decision Process Model that blends ideas from Psychological research and Economics to study decision-making in individuals with self-control problems. We have borrowed a dual-process of decision-making with self-awareness from Psychological research, and we introduce present bias in inter-temporal preferences, a phenomenon widely explored in Economics. We allow for both an exogenous and endogenous, state-dependent, present bias in inter-temporal decision-making and explore, by means of numerical simulations, the consequences on well-being emerging from the solution of the model. We show that, over time, self-awareness may mitigate present bias and suboptimal choice behaviour.

Keywords