I’ve been experimenting with a different approach to learning systems. Instead of relying on fixed training rules, I tried building something closer to a synthetic cortex, where plasticity itself adapts.
This is a small-scale prototype (~250 synapses), but the dynamics are the point: how synapses consolidate, prune, and adapt hierarchically.
Core mechanisms
Meta-coupling: synaptic selection is controlled by a dynamic softmax temperature, modulated by Bayesian confidence and global homeostasis.
Adaptive plasticity: Hebb, STDP, and BCM (biologically inspired rules) are combined, with updates scaled by Bayesian expected gain. Parameters like η, τ, θ evolve instead of staying fixed.
Reflexive feedforward: the network anticipates. Synapses are adjusted before feedback arrives, using information gain (curiosity) and a free-energy proxy.
What I’m seeing
Volatile synapses consolidate faster and more selectively.
Consolidation ratio is higher; pruning is smaller and more controlled.
Fragments no longer collapse into “depressed” states → more balanced metaplastic distribution.
Predictive reward leads to earlier stabilization of useful connections.
Why I think it’s interesting
The system is starting to show hierarchical regulation of learning:
Local subspaces handle their own entropy and volatility.
A global controller stabilizes decoding.
Plasticity rules change depending on uncertainty.
Feedback?
What would be meaningful benchmarks for this kind of architecture (beyond retention curves or A→B→A tasks)?
Does this fit better under meta-learning, computational neuroscience, or cognitive architectures?
Any related work I should compare against?