Constraining Reality: Regularization Priors and Observer Consciousness

Richard Feynman Noticing philosophy
Regularization Priors ObserverConsciousness Constraints BayesianThinking
Outline

Constraining Reality: Regularization Priors and Observer Consciousness

Here’s something curious: machine learning and meditation are solving the same problem.

Both face infinite possibility. Both discover that constraints—limits on what can be seen—are what make understanding possible at all.

The Prior Problem

Start with regression. You’ve got data points scattered on a graph, and you’re fitting a function through them. Problem: infinitely many functions could fit your data. Infinitely many parameter configurations explain what you’ve seen.

Without constraints, your model overfits. It memorizes noise instead of learning patterns. Useless for anything new.

So machine learning introduces priors—beliefs imposed before seeing data. A Gaussian prior says most weights should be small, few large. That’s L2 regularization. A Laplace prior says most weights should be exactly zero, only a handful matter. That’s L1, giving sparsity.

These priors aren’t in the data. They’re external constraints on parameter space. You’re telling the model: “Out of infinitely many ways to explain this data, prefer solutions that look a certain way.” Simple. Sparse. Centered near zero.

Likelihood comes from data—what you observe. Prior comes from outside—what you believe about structure before observing. Their product gives the posterior: what you believe after seeing data, given structural assumptions.

The key: without priors, learning is impossible. Data alone doesn’t constrain the solution space. You need external structure to make problems tractable.

Observer as Regularization

Now consciousness. You’ve got experience—sensations, thoughts, emotions streaming continuously. Problem: infinitely many ways to interpret this stream. Infinitely many narratives your mind could construct.

Without constraints, you drown in raw experience chaos. No coherent self. No continuity. Just noise.

Contemplative traditions introduce the Observer—a frame outside temporal experience. The eternal witness that remains unchanged while everything shifts. The timeless present through which past and future flow.

This Observer isn’t in your experience. It’s not constructed from sensations and thoughts. It’s an external constraint on experience space. Like a Bayesian prior, it provides structure before any particular experience arises.

The void within—no central self—is like a zero-mean prior. Default state is emptiness, not substantiality. The eternal witness is regularization preventing overfitting to particular mental states or life circumstances.

Your inner commentator is the likelihood—responds to data, to what’s happening moment by moment. The Observer is the prior—provides the unchanging frame making coherent experience possible.

Necessary Constraints

Both discover something fundamental: infinite possibility spaces require constraints to become knowable.

Priors constrain model space. Can’t learn from data alone—need structural assumptions about what solutions make sense. L2 assumes smooth, modest parameter values. L1 assumes sparsity. Constraints enable generalization.

Observer consciousness constrains experience space. Can’t have coherent awareness from sensations alone—need a structural frame that remains constant. The timeless witness provides continuity. The void within provides the zero point. Constraints enable presence.

The paradox: constraints enable rather than limit. By reducing possibility space, priors make learning tractable. By providing an unchanging frame, the Observer makes experience coherent.

Without priors, models fit noise and fail to generalize. Without Observer awareness, minds overfit to transient mental states and lose continuity.

Same principle: you need something external to the data—something that doesn’t come from observation—to make sense of what you observe. Prior and Observer both constrain infinite spaces into navigable ones.

That’s not a limitation. That’s what makes understanding possible.

Source Notes

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