Interactive lab / LLM Core

INT4 under pressure: groups, outliers and AWQ-style scaling

Quantize seven synthetic layers to 3, 4 or 8 bits. Tune group size, scaling and zero points, then fit a 7B model into 3.5 GB.

By Sandeep Belgavi · Published 2026-10-30

Evidence label: deterministic synthetic model. The lab is a JavaScript model of weight-only quantization. It generates synthetic weights for seven layers, including rare large weights, and synthetic activations with a few outlier channels, then actually rounds each weight row in groups to a 3, 4 or 8-bit grid, optionally after activation-aware scaling, and measures each layer's output error on the synthetic activations. The perplexity figure is an illustrative mapping from those errors, not a measurement of any model.

Play the lab

How to play

Choose the bit width and group size, then move the activation-aware scaling slider (alpha) and toggle the zero point, 8-bit down-projection and calibration data. Every change re-quantizes all seven layers with the same random seed. Watch the per-layer bars: the goal is not only a low average but no layer far above the rest. The tiles show estimated perplexity, worst and mean layer error, bits per weight including scale overhead, and the size of a 7B model built with the same settings.

Missions unlock in order and reward the cheapest configuration that meets each target. The events change the model or its traffic: a traffic shift that activates outlier channels the calibration data never saw, and a fine-tuned checkpoint with more large weights.

What the model assumes

Weights are near-Gaussian with a small fraction of large values; the down-projection has more of them and a wider input, as is common in decoder models. Activations are random per token with fixed per-channel magnitudes, and a few channels are 10 to 45 times larger than the rest. Quantization is round-to-nearest within each group, with a symmetric or asymmetric grid and FP16 scales. Activation-aware scaling uses the calibration set's mean channel magnitude raised to alpha. Perplexity is modelled as FP16 perplexity multiplied by an exponential of the parameter-weighted squared output errors.

What it cannot tell you

There is no GPTQ-style error compensation, no clipping search, no per-layer alpha search and no interaction between layers: errors in real models propagate and sometimes cancel through the residual stream. Real outlier structure differs between architectures and checkpoints. Use the lab to understand why some layers break and which knob addresses which cause, then measure your own model with per-layer errors and task evaluations.

Read the full explanation

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Views are my own and do not represent any employer, past or present.