--- title: "Extended Self-Replication" tags: [artificial-life, complex-systems, neural-networks, self-organization, dynamical-systems] excerpt: "Journal extension: self-replication, noise robustness, emergence, dynamical system analysis." teaser: "/figures/15_sr_journal_teaser.jpg" --- # Extended Self-Replication
Visualization showing the evolution or diversity of 'child' networks generated through self-replication
Analyzing the lineage and diversity in populations of self-replicating networks.
This journal article provides an extended and more in-depth exploration of self-replicating neural networks, building upon earlier foundational work ([Gabor et al., 2019](link-to-previous-paper-if-available)). The research further investigates the use of **backpropagation-like mechanisms** not for typical supervised learning, but as an effective means to enable **non-trivial self-replication** – where networks learn to reproduce their own connection weights. Key extensions and analyses presented in this work include: * **Robustness Analysis:** A systematic evaluation of the self-replicating networks' resilience and stability when subjected to various levels of **noise** during the replication process. * **Artificial Chemistry Environments:** Further development and analysis of simulated environments where populations of self-replicating networks interact, leading to observable **emergent collective behaviors** and ecosystem dynamics. * **Dynamical Systems Perspective:** A detailed theoretical analysis of the self-replication process viewed as a dynamical system. This includes identifying **fixpoint weight configurations** (networks that perfectly replicate themselves) and characterizing their **attractor basins** (the regions in weight space from which networks converge towards a specific fixpoint).
Graph showing the impact of different noise levels on self-replication fidelity or population dynamics
Investigating the influence of noise on the self-replication process.
By delving deeper into the mechanisms, robustness, emergent properties, and underlying dynamics, this study significantly enhances the understanding of how self-replication can be achieved and analyzed within neural network models, contributing valuable insights to the fields of artificial life and complex systems.