Research question

Which parts of a model actually matter?

Ongoing research. This is an experimental result from active work, not a settled conclusion. The numbers are what we measured and the method is described so you can judge it, but the programme is still running and later experiments may revise what it means.

A note on the language in these records. This is a working laboratory notebook for research into training AI models more cheaply and efficiently, so you will read that an approach did not work, that a result did not hold up, or that one method was worse than another. That is the research doing its job, not a verdict on the engineering we deliver to clients. Ruling an approach out is how the search narrows, and these are the pages that teach us the most: nearly every technique we now rely on came from understanding why something else fell short. Testing our own ideas at least as hard as anyone else's is the point of publishing them. More about this programme and why we run it.

When a model learns, some parts change a lot. Are those the parts that matter? And can you find the parts you cannot afford to disturb?

Where this stands

The parts that move most are not the parts that matter, and no single component is required -- the model routes around every freeze. What a part is worth shows up only when you remove it.

Almost every interpretability claim is about where something is. These records are mostly about why "where it moves" is the wrong question.

Still open · 32 published results bear on this question.

What this does not settle yet

Stated plainly, because the gaps are as much a part of the record as the answers:

  • Motion, predictive power and necessity have each been measured; no record has all three on the same quantity at once.

How these results fit together

Fourteen records, and one lesson runs through nearly all of them: **the part that changes most is repeatedly not the part that matters most.** We measured which components move during the jump, then removed each one to see what actually broke, and the two rankings kept disagreeing. A compartment can look loud because of how the architecture is shaped rather than because it is doing the work. Models also route around the freezing of any individual parameter group, which makes "this part is essential" a hard claim to earn. Against that, one result points the other way and is worth the attention: removing the single strongest direction in the update did far more damage than removing many ordinary directions carrying three times as much of the force. So importance is concentrated -- just not in the places the architecture diagram suggests. The sharpest negative here is that this concentrated direction does not travel: transplanted into an independently initialised model it delivers a few per cent of the receiving model's own effect, about what a randomly chosen direction delivers. Three of these records still disagree with each other about self-connections, which is recorded rather than smoothed over.

The results

Each of these is a self-contained record: what we asked, what would have proved us wrong, what we found, and what it does not show. They open with a plain-language summary before any of the technical detail.

One Part Carries the Learning

The memory weights of the gate that writes new content carry the learning. Which parts move most predicts nothing, and freezing the update gate early helps a little.

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A Small Dose Does Little

On a second harmful pair a quarter-strength graft is free, even slightly helpful; for helpful donors no partial graft ever beats the whole.

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No Sample Small Enough

With 2 to 16 old examples the two methods tie; with 64, replay wins. A small sample shows either method only a small part of the old skill.

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Room to Learn Without Forgetting

Restricting the change to unused directions keeps six times as much of the old skill. Replaying the same small sample keeps more, and learns the new one better.

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Which Weights Carry the Transition?

Motion localises to one gate, necessity to another. No single parameter group is required: the model routes around every freeze, and the finding lives entirely in what each one costs.

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The Strongest Part of the Push

Removing 14% of the training force from the strongest direction costs 35 steps. Removing 51% from ordinary directions costs 16. Energy is not the operative variable.

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No Part of the Model Is Special

Compartments differ from each other by no more than two repeats of the same compartment differ. Cutting the connections did make the model learn later and score worse, so they were doing real work.

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Depth Does Not Add Stages

The layers are 10 steps apart when each takes 60 steps to change, so they move together. The reorganisation is not uniform though: it nearly doubles from the first layer to the second.

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The Layer That Changes Most Is Not the One That Matters

One layer has a real window; the other costs twice as much to interrupt and does not care when. A separate result found the reorganisation concentrates in the layer without the window.

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The Loudest Part Is Not the Useful Part

The part of the signal that matters most when you remove it is not the part that tells you most when you watch it. We had assumed those were the same property.

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It Is Not How Much You Remove

One direction, 14% of the signal, 61% of the damage. The same direction removed at a random earlier moment takes away three times as much and costs a third as much.

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How You Cut a Model Matters, Not Just How Much

Same number of connections removed, clearly different outcomes. Half the advantage turned out to be one specific thing we nearly failed to test for.

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The Lean That Carries Nothing

Where something sits and what it does turn out to be different questions. Removing the part we suspected mattered costs almost nothing.

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A Shortcut Only Matters If There Is No Other One

The kill test does not fire on its literal reading and does fire in the unit it named. Both are reported, and the structural arm carries the result.

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The Number That Did Not Survive Its Check

A striking, memorable, reproducible number that turned out to describe how these models are built rather than what makes them work.

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The Direction That Does Not Travel

Whatever makes this direction matter stays inside the model that grew it. Our first answer was the opposite, and a missing minus sign was why.

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The Function Does Not Travel Either

A second way to carry one model's learning into another, and the same answer: a single step does not travel, whether copied as settings or as behaviour.

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It Was the Way It Was Going

A random direction with the same lean did exactly what our special direction did. The model's own average direction did twice as much, every time.

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We Ran It Six Times, Then Twenty-Four

A pattern we spotted in six runs was not there. An effect we ruled out in six runs was. Both corrections came from the same eighteen extra runs.

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The Third Bar Changed Everything

Removing the thing we were testing changed the number. So did simply making the model bigger while leaving that thing in place. The two are indistinguishable.

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The Waste That Is Not Where You Look

The three buckets the plan called for showed a clean, strong pattern with non-overlapping error bars. The per-step curve shows the pattern is entirely an artifact of the buckets sitting at different times.

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What a Unit of Training Effort Buys

We imported a published way of measuring how much a training step actually changes what a model does, and checked it against an exact calculation. The unevenness it finds is real and large, and both of our controls say training did not cause it.

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The Head Start Survives Tuning

Re-run at the tuned learning rate, the head start barely changes: 39% of the run instead of 41%, and an untrained donor still slows learning.

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A Head Start From Another Model

An earlier result found that a single training step from one model is worth almost nothing in another. A finished model's machinery is worth thirty-six steps, and an untrained donor makes things worse, so it is the learning that transfers and not the numbers.

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The Wrong Donor Is Worse Than None

The kill test does not fire and the effect gets bigger. The new part is the harm: a fully converged donor from an unrelated task is 6.7x worse than a random start.

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A Quarter Is Free

The first mechanism offered for our most surprising result. The kill test does not fire and the recorded prior was right on both halves.

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One Forward Pass Tells You

The kill test does not fire on either clause. The measure orders the pairings and separates them perfectly, and the anchor caught two of my own errors on the way.

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Not The Hardest

The kill test fires on both interpretable receivers, and the recorded prior said it would. Relatedness beats difficulty head to head.

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Two Orderings, Untied

The kill test fires. Difficulty's apparent signal halves while relatedness strengthens, and four earlier values reproduce exactly.

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The Recipe That Does Not Exist

We tried to bottle the head start from our previous result by copying summary properties of a trained model onto a fresh one. None of them worked, and the attempt revealed that the earlier record's main control could not have tested what it claimed.

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Neither Half Works Alone

We split a trained model's internal machinery into two halves and handed each over separately. Neither did anything. A sanity check we nearly did not need also revealed that under two per cent of the model carries a third of the benefit.

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Six Numbers

A previous result found that a handful of offset numbers carry a third of the benefit of donated machinery. Replacing all 288 of them with six averages recovers about half of that, and the specific values turn out to carry almost nothing.

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