Search Results for author:
Found 8 papers, 0 papers with code
Human behaviour through a LENS: How Linguistic content triggers Emotions and Norms and determines Strategy choices
Over the last two decades, a growing body of experimental research has provided evidence that linguistic frames influence human behaviour in economic games, beyond the economic consequences of the available actions.
Language-based game theory in the age of artificial intelligence
While traditional models try to explain human behaviour as a function of the outcomes of available actions, recent experimental research reveals that linguistic content significantly impacts decision-making, thus prompting a paradigm shift from outcome-based to language-based utility functions.
Assessing Large Language Models' ability to predict how humans balance self-interest and the interest of others
Generative artificial intelligence (AI) holds enormous potential to revolutionize decision-making processes, from everyday to high-stake scenarios.
From Outcome-Based to Language-Based Preferences
We review the literature on models that try to explain human behavior in social interactions described by normal-form games with monetary payoffs.
Mathematical foundations of moral preferences
One-shot anonymous unselfishness in economic games is commonly explained by social preferences, which assume that people care about the monetary payoffs of others.
Physics and Society Computer Science and Game Theory
Translucent Players: Explaining Cooperative Behavior in Social Dilemmas
We show that by assuming translucent players, we can recover many of the regularities observed in human behavior in well-studied games such as Prisoner's Dilemma, Traveler's Dilemma, Bertrand Competition, and the Public Goods game.
A solution concept for games with altruism and cooperation
Over the years, numerous experiments have been accumulated to show that cooperation is not casual and depends on the payoffs of the game.
A notion of continuity in discrete spaces and applications
We propose a notion of continuous path for locally finite metric spaces, taking inspiration from the recent development of A-theory for locally finite connected graphs.
