Chapter The Price of Uncertainty in Present-Biased Planning

The tendency to overestimate immediate utility is a common cognitive bias. As a result people behave inconsistently over time and fail to reach long-term goals. Behavioral economics tries to help affected individuals by implementing external incentives. However, designing robust incentives is often...

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Main Author: Albers, Susanne (auth)
Other Authors: Kraft, Dennis (auth)
Format: Electronic Book Chapter
Language:English
Published: Springer Nature 2017
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520 |a The tendency to overestimate immediate utility is a common cognitive bias. As a result people behave inconsistently over time and fail to reach long-term goals. Behavioral economics tries to help affected individuals by implementing external incentives. However, designing robust incentives is often difficult due to imperfect knowledge of the parameter β ∈ (0, 1] quantifying a person's present bias. Using the graphical model of Kleinberg and Oren [8], we approach this problem from an algorithmic perspective. Based on the assumption that the only information about β is its membership in some set B ⊂ (0, 1], we distinguish between two models of uncertainty: one in which β is fixed and one in which it varies over time. As our main result we show that the conceptual loss of effi- ciency incurred by incentives in the form of penalty fees is at most 2 in the former and 1 + max B/ min B in the latter model. We also give asymptotically matching lower bounds and approximation algorithms. 
536 |a H2020 European Research Council 
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653 |a behavioral economics 
653 |a incentive design 
653 |a heterogeneous agents 
653 |a approximation algorithms 
653 |a variable present bias 
653 |a penalty fees 
653 |a behavioral economics 
653 |a incentive design 
653 |a heterogeneous agents 
653 |a approximation algorithms 
653 |a variable present bias 
653 |a penalty fees 
653 |a Alice and Bob 
653 |a Decision problem 
653 |a Graph theory 
653 |a Graphical model 
653 |a NP (complexity) 
653 |a Time complexity 
653 |a Upper and lower bounds 
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