Generalized quantum Volunteer's Dilemma with tunable entanglement γ yields analytic thresholds for symmetric Nash equilibria depending on γ and n.
Nash Equilibrium in the Quantum Battle of Sexes Game
2 Pith papers cite this work. Polarity classification is still indexing.
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abstract
We investigate Nash Equilibrium in the quantum Battle of Sexes Game. We find the game has infinite Nash Equilibria and all of them leads to the asymmetry result. We also show that there is no unique but infinite Nash Equilibrium in it if we use the quantizing scheme proposed by Eisert et al and the two players are allowed to adopt any unitary operator as his/her strategies.
fields
quant-ph 2years
2026 2verdicts
UNVERDICTED 2representative citing papers
Experimental demonstration of multiplayer quantum volunteer's dilemma on NISQ hardware up to 9 players, with noise analysis and digital-twin comparison.
citing papers explorer
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Entanglement in the Quantum Volunteer's Dilemma
Generalized quantum Volunteer's Dilemma with tunable entanglement γ yields analytic thresholds for symmetric Nash equilibria depending on γ and n.
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Experimental Implementation of the Quantum Volunteer's Dilemma on NISQ Hardware: Noise Analysis and Digital-Twin Validation
Experimental demonstration of multiplayer quantum volunteer's dilemma on NISQ hardware up to 9 players, with noise analysis and digital-twin comparison.