TL;DR
Conservation laws in physical learning rules like equilibrium propagation and coupled learning stabilize training and influence memory retention. These rules exhibit different behaviors in linear versus nonlinear circuits, affecting generalization and training speed.
✦ Why It Matters
Consider the conservation properties of learning rules when designing physical learning systems to optimize performance.
Key Takeaways
How It Works
Equilibrium propagation and coupled learning conserve conductance mass during training, which stabilizes the learning process. This conservation allows for consistent memory retention across training iterations.
In contrast, adjoint coupled learning dissipates mass, leading to different learning dynamics and generalization performance.
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