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Some Game Theoretic Remarks on Two-Player Generalized Cops and Robbers Games
In this paper we study the two-player generalized Cops and Robber (GCR) ...
07/29/2020 ∙ by Athanasios Kehagias, et al. ∙
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The Impact of Humanoid Affect Expression on Human Behavior in a Game-Theoretic Setting
With the rapid development of robot and other intelligent and autonomous...
06/10/2018 ∙ by Aaron M. Roth, et al. ∙
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Prize insights in probability, and one goat of a recycled error: Jason Rosenhouse's The Monty Hall Problem
The Monty Hall problem is the TV game scenario where you, the contestant...
11/15/2010 ∙ by Anthony B. Morton, et al. ∙
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A Game-Theoretic Approach to Covert Communications
This paper considers a game-theoretic formulation of the covert communic...
11/01/2019 ∙ by Alex S. Leong, et al. ∙
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A Game Theoretic Approach for Parking Spot Search with Limited Parking Lot Information
We propose a game theoretic approach to address the problem of searching...
05/11/2020 ∙ by Yutong Li, et al. ∙
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Adapting the Predator-Prey Game Theoretic Environment to Army Tactical Edge Scenarios with Computational Multiagent Systems
The historical origins of the game theoretic predator-prey pursuit probl...
07/16/2018 ∙ by Derrik E. Asher, et al. ∙
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The Off-Switch Game
It is clear that one of the primary tools we can use to mitigate the pot...
11/24/2016 ∙ by Dylan Hadfield-Menell, et al. ∙
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A Game-Theoretic Analysis of the Off-Switch Game
08/13/2017 ∙ by Tobias Wängberg, et al. ∙
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The off-switch game is a game theoretic model of a highly intelligent robot interacting with a human. In the original paper by Hadfield-Menell et al. (2016), the analysis is not fully game-theoretic as the human is modelled as an irrational player, and the robot's best action is only calculated under unrealistic normality and soft-max assumptions. In this paper, we make the analysis fully game theoretic, by modelling the human as a rational player with a random utility function. As a consequence, we are able to easily calculate the robot's best action for arbitrary belief and irrationality assumptions.
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