Evolvable competency and noise robustness in neural cellular automata
Evolvable competency is the idea that an evolving system can carry, besides a fixed encoding, a tunable capacity to correct itself during development. Shreesha and Levin modelled it as a number of sorting swaps per developmental cycle1. Hartl, Risi and Levin then tested neural cellular automata on an 8×8 Czech flag task under noise3. Later work treats the noise level as a key parameter. When the selective noise is too low, evolution in their case most likely finds a direct encoding of the target that largely neglects competencies5.
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- 2026-10-29
Competency in simulated embryos
Shreesha and Levin (2023) gave each competent embryo an integer competency level at the start of each developmental cycle. The integer set how many successive bubble-sort swaps the embryo could perform1. Competency levels were usually far below the total swaps needed for maximum fitness, so the sort was called restricted1. They also varied the starting share of competent embryos in the population. When that share was 2.5%, even a competency level of 95 only reached equal percentages with hardwired embryos. At 10%, a level of 75 sufficed, and at 30% a level of 10 sufficed2. Where competent embryos dominated, they did so within two or three generations2.
Czech flag tests with NCAs
Hartl, Risi and Levin (2024) evolved neural cellular automata (NCAs) to solve an 8×8 Czech flag problem in 25 developmental steps. They evolved them at zero noise, without and with evolvable competency3. They then raised the noise level to as much as 0.5 over lifetimes of 100 steps. Each noise level was scored as the average of 100 independent simulations, without further evolution3. Other NCAs, evolved at a competency of 0.5 and noise of 0.25 or 0.5, were exposed to noise from 0 to 1. Their competency level was also varied3. Only the correctness part of the fitness score was considered3.
Choice of noise level
Pio-Lopez, Hartl and Levin (2025) call the noise level used to corrupt the NCA update step a critical parameter. They argue that if the selective noise is too low, evolution in their case most likely finds a direct encoding of the target pattern. Cellular competencies are then largely neglected5. They add that too much noise prevents a good solution and limits what the cell states can specify5. In their aging framing, noisy updates stand for an accumulation of misdifferentiated cells6. The same work reports that this speeds aging but is not its cause per se5.
Re-adaptation and related tools
Hartl and colleagues also took an NCA evolved under one noise condition and ran CMA-ES on the same Czech flag task at higher noise. Only one generation, or at most a handful, was needed at noise levels of 0.25 and 0.54. A related line of work by Etcheverry and colleagues (2025) treats gene regulatory networks as agents. They build automated tools to map the robust goal states those networks reach despite perturbations7.
This integer determines how many successive bubble-sort swaps will take place during its developmental cycle.
Shreesha L, Levin M, 2023 · Cellular Competency during Development Alters Evolutionary Dynamics in an… · open at passage 17At 10%, embryos with a competency level of 75 could dominate; at 20%, the competency level required for domination decreased to 40; and at 30%, competent embryos dominated with a competency as low as 10 (Figure 4).
Shreesha L, Levin M, 2023 · Cellular Competency during Development Alters Evolutionary Dynamics in an… · open at passage 24we utilize NCA solutions that have been evolved to solve the 8×8 Czech flag problem in tD=25 developmental steps (see above) under zero-noise conditions without and with evolvable competency.
Hartl B, Risi S, Levin M, 2024 · Evolutionary Implications of Self-Assembling Cybernetic Materials with… · open at passage 61performed subsequent CMA-ES on the 8×8 Czech flag problem at changed environmental conditions, i.e., at higher noise levels: only a single or, at most, a handful of generations are necessary for solving the task
Hartl B, Risi S, Levin M, 2024 · Evolutionary Implications of Self-Assembling Cybernetic Materials with… · open at passage 66if the selective noise level is too low, the evolutionary process will in our case most likely identify a direct encoding of the target pattern, largely neglecting cellular competencies in the pattern formation task.
Pio-Lopez L, Hartl B, Levin M, 2025 · Aging as a Loss of Goal-Directedness: An Evolutionary Simulation and Analysis… · open at passage 58noisy cell state updates in our system could be seen as the accumulation of misdifferentiated cells
Pio-Lopez L, Hartl B, Levin M, 2025 · Aging as a Loss of Goal-Directedness: An Evolutionary Simulation and Analysis… · open at passage 58we view gene regulatory networks (GRNs) as agents navigating a problem space and develop automated tools to map the robust goal states GRNs can reach despite perturbations.
Etcheverry M, Moulin-Frier C, Oudeyer PY, Levin M, 2025 · AI-driven automated discovery tools reveal diverse behavioral competencies of… · open at passage 0
| 2024 | Evolutionary Implications of Self-Assembling Cybernetic Materials with… · Hartl B, Risi S, Levin M | 34 |
| 2023 | Cellular Competency during Development Alters Evolutionary Dynamics in an… · Shreesha L, Levin M | 8 |
| 2025 | Aging as a Loss of Goal-Directedness: An Evolutionary Simulation and Analysis… · Pio-Lopez L, Hartl B, Levin M | 5 |
| 2025 | AI-driven automated discovery tools reveal diverse behavioral competencies of… · Etcheverry M, Moulin-Frier C, Oudeyer… | 3 |
| 2013 | Reverse-engineering post-transcriptional regulation of gap genes in Drosophila… · Becker K, Balsa-Canto E, Cicin-Sain D… | 3 |
| 2023 | Darwin's agential materials: evolutionary implications of multiscale competency… · Levin M | 2 |
| 2008 | A hierarchy of time-scales and the brain · Kiebel SJ, Daunizeau J, Friston KJ | 1 |
| 2016 | Learning by Association in Plants · Gagliano M, Vyazovskiy VV, Borbély AA… | 1 |
| 2012 | Dopamine, affordance and active inference · Friston KJ, Shiner T, FitzGerald T… | 1 |
| 2009 | Reinforcement learning or active inference? · Friston KJ, Daunizeau J, Kiebel SJ | 1 |