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Memory Instability
The Memory Instability task evaluates whether an evolved Dynamic Neural Field (DNF) architecture can maintain a working-memory representation after the external stimulus has been removed.
The desired behaviour is:
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An external stimulus induces a localised activation peak in the input field.
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The input field peak is self-stabilised only during stimulus presentation.
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Activity is transmitted to the output field.
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After stimulus offset:
- The input field relaxes to baseline.
- The output field maintains a self-sustained peak, representing working memory.
This task tests the ability of the system to transition from pure detection to persistent internal activation.
The highest-fitness solutions again converge to a minimal topology, identical in structure to the detection task but differing in field dynamics:
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Fields: 2 (input → output)
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Hidden fields: 0
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Connections: 1 excitatory feedforward coupling
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Dynamics:
- Input field: Mexican-hat lateral interactions (transient peak)
- Output field: Gaussian kernel enabling self-sustained activation
The figure above shows:
- Blue: activity during stimulus presentation
- Red: activity after stimulus removal
Only the output field preserves the peak after stimulus offset, satisfying the working-memory criterion.
Analysed 100 runs; 100 reached the fitness threshold (100.0% success, threshold = 0.950)
- Mean: 2.43
- Median: 2.00
- Std: 1.23
- Mean convergence rate (fitness gain/gen): 0.2241
- Mean fitness improvement/gen: 0.2241
- Hidden fields (mean ± std): 0.00 ± 0.00
- Enabled connections (mean ± std): 1.00 ± 0.00
| label | run | value |
|---|---|---|
| Highest max fitness | 2026-01-23 16h12m54s | 0.962585 |
| Lowest max fitness | 2026-01-23 15h55m09s | 0.950034 |
| Fastest to threshold | 2026-01-23 15h49m05s | 1.0 |
| Slowest to threshold | 2026-01-23 16h28m09s | 7.0 |
| Most hidden fields | 2026-01-23 15h47m59s | 0.0 |
| Most enabled connections | 2026-01-23 15h47m59s | 1.0 |
Memory Instability remains consistently solvable, but requires more precise parameter tuning than pure detection:
- Convergence is still fast, but no longer instantaneous.
- The evolved solution introduces self-sustaining dynamics without increasing topological complexity.
- This task marks the first transition from reactive to representational behavior.