TL;DR
This paper introduces a general dynamical systems framework for open-ended evolution, defining unbounded evolution and innovation, and demonstrates that state-dependent dynamics are most effective for scalable, ongoing evolution in cellular automata models.
Contribution
It provides a formal, criteria-based approach to understanding open-ended evolution and shows that state-dependent dynamics uniquely enable scalable, ongoing evolution in artificial systems.
Findings
State-dependent dynamics outperform other mechanisms.
Only state-dependent dynamics produce scalable open-ended evolution.
The framework unifies biological and artificial evolution mechanisms.
Abstract
Open-ended evolution (OEE) is relevant to a variety of biological, artificial and technological systems, but has been challenging to reproduce in silico. Most theoretical efforts focus on key aspects of open-ended evolution as it appears in biology. We recast the problem as a more general one in dynamical systems theory, providing simple criteria for open-ended evolution based on two hallmark features: unbounded evolution and innovation. We define unbounded evolution as patterns that are non-repeating within the expected Poincare recurrence time of an equivalent isolated system, and innovation as trajectories not observed in isolated systems. As a case study, we implement novel variants of cellular automata (CA) in which the update rules are allowed to vary with time in three alternative ways. Each is capable of generating conditions for open-ended evolution, but vary in their ability…
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