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A model of evolution and learning.
Vladimir G Red'ko1, Oleg P Mosalov, Danil V Prokhorov
1Institute of Optical Neural Technologies, Russian Academy of Science, Vavilova Str., 44/2, Moscow 119333, Russian Federation. redko@iont.ru
Summary
In evolving agent populations, learned behaviors can become genetically inherited through the Baldwin effect. This study models self-learning agents predicting stock prices, showing how adaptation influences evolution.
Area of Science:
- Artificial Intelligence
- Evolutionary Computation
- Computational Finance
Background:
- Agent-based modeling is crucial for understanding complex adaptive systems.
- The interplay between individual learning and population-level evolution is a key area of research.
- Artificial agents with adaptive learning mechanisms can model real-world economic behaviors.
Purpose of the Study:
- To investigate the interaction between learning and evolution in a population of self-learning agents.
- To analyze how acquired adaptive behaviors are inherited through evolution.
- To model agent-brokers predicting stock price changes and their adaptive strategies.
Main Methods:
- Developed a computational model of evolving populations of self-learning agents.
- Implemented a neural network adaptive critic design for agent behavioral adaptation.
- Simulated scenarios with active evolution, active learning, or both.
- Observed and analyzed the Baldwin effect in agent behavior inheritance.
Main Results:
- Demonstrated the occurrence of the Baldwin effect, where learned adaptive policies become inherited.
- Showcased how initially acquired behavioral adaptations are integrated into the evolutionary process.
- Identified parallels between agent-broker adaptive tactics and animal foraging behaviors.
Conclusions:
- Learning and evolution can synergistically drive adaptation in artificial populations.
- The Baldwin effect provides a mechanism for rapid adaptation by integrating learned traits into the genetic framework.
- Agent-based models offer valuable insights into evolutionary dynamics and adaptive strategies.