Wealth Inequality in Agent-Based Economies: The Dominant Role of Social Protection over Growth
arXiv:2508.06666 · doi:10.1016/j.physa.2025.131053
Abstract
Persistent wealth inequality, where a small fraction of the population accumulates most resources while the majority remains economically vulnerable, is a widespread phenomenon. We investigate its underlying mechanisms using an agent-based Yard-Sale model that incorporates two complementary features: transaction rules that favor poorer agents, representing social protection policies, and an economic growth process with explicit wealth redistribution. Our results reveal that social protection plays a dominant role in reducing inequality, while redistribution primarily serves to reintegrate excluded agents. These findings suggest that social protection policies, that is, targeted mechanisms favoring economically vulnerable agents, may have a substantially greater impact on reducing inequality than redistribution driven solely by economic growth. We also find that both the shape of the wealth distributions and the resulting inequality levels are strongly influenced by the underlying distribution of individual risk, highlighting the importance of considering agent heterogeneity when modeling economic dynamics.
References in corpus (10)
- Statistical physics of social dynamics
- Kinetic Exchange Models for Income and Wealth Distributions
- Wealth distribution under the spread of infectious diseases
- The unfair consequences of equal opportunities: comparing exchange models of wealth distribution
- Simulation of a generalized asset exchange model with economic growth and wealth distribution
- Multiple-interaction kinetic modelling of a virtual-item gambling economy
- Optimal risk in wealth exchange models: agent dynamics from a microscopic perspective
- Wealth concentration in systems with unbiased binary exchanges
- Kinetic Models of Wealth Distribution Having Extreme Inequality: Numerical Study of Their Stability Against Random Exchanges
- Limiting risk to reduce inequality: insights from the Yard-Sale model