Comfort-driven mobility produces spatial fragmentation in Axelrod's model
arXiv:1909.10630 · doi:10.1088/1742-5468/ab75e5
Abstract
Axelrod's model for the dissemination of culture combines two key ingredients of social dynamics: social influence, through which people become more similar when they interact, and homophily, which is the tendency of individuals to interact preferentially with similar others. In Axelrod's model, the agents are fixed to the nodes of a network and are allowed to interact with a predetermined set of peers only, resulting in the frustration of a large number of agents that end up culturally isolated. Here we modify this model by allowing the agents to move away from their cultural opposites and stay put when near their cultural likes. The comfort, i.e., the tendency of an agent to stay put in a neighborhood, is determined by the cultural similarity with its neighbors. The less the comfort, the higher the odds that the agents will move apart a fixed step size. We find that the comfort-driven mobility fragments severely the influence network for low initial cultural diversity, resulting in a network composed of only microscopic components in the thermodynamic limit. For high initial cultural diversity and intermediate values of the step size, we find that a macroscopic component coexists with the microscopic ones. The transition between these two fragmentation regimes changes from continuous to discontinuous as the step size increases. In addition, we find that for both very small and very large step sizes the influence network is severely fragmented.
References in corpus (25)
- Statistical physics of social dynamics
- Co-evolution of strategy and structure in complex networks with dynamical linking
- Coevolution of dynamical states and interactions in dynamic networks
- Random Geometric Graphs
- Nonequilibrium phase transition in a model for social influence
- Generic Absorbing Transition in Coevolution Dynamics
- Nonequilibrium transitions in complex networks: a model of social interaction
- Global culture: A noise induced transition in finite systems
- Social network dynamics of face-to-face interactions
- Modeling human dynamics of face-to-face interaction networks
- Structural transition in social networks: The role of homophily
- Cultural transmission and optimization dynamics
- Time scale competition leading to fragmentation and recombination transitions in the coevolution of network and states
- Ordering phase transition in the one-dimensional Axelrod model
- Fragmentation transitions in a coevolving nonlinear voter model
- Epidemic Spreading in Random Rectangular Networks
- Synchronization in Random Geometric Graphs
- General coevolution of topology and dynamics in networks
- Opinion Dynamics and Influencing on Random Geometric Graphs
- Effect of long-range interactions on the phase transition of Axelrod's model
- Mobility helps problem-solving systems to avoid Groupthink
- Opinion Diversity and Social Bubbles in Adaptive Sznajd Networks
- The consensus in the two-feature two-state one-dimensional Axelrod model revisited
- Policies for allocation of information in task-oriented groups: elitism and egalitarianism outperform welfarism
- The nature of the continuous nonequilibrium phase transition of Axelrod's model
Cited by in corpus (4)
- Topological transition in a coupled dynamic in random networks
- The Impact of Social Attractiveness on Casual Group Formation: Power-Law Group Sizes and Suppressed Percolation
- New Coevolution Dynamic as an Optimization Strategy in Group Problem Solving
- Competitive Social Mobilization in Threshold Models of Collective Action