---
title: "Quantization zero-point mathematical notation"
description: "Quantization zero-point is a recurring research-paper notation family. Chooses the integer code representing real zero in an affine quantizer so…"
canonical_url: "https://fanout.sh/labs/math-decoder/symbol/quantization-zero-point"
md_url: "https://fanout.sh/labs/math-decoder/symbol/quantization-zero-point.md"
last_updated: "2026-08-09"
access: "public"
---

# Quantization zero-point mathematical notation

Quantization zero-point is a recurring research-paper notation family. Chooses the integer code representing real zero in an affine quantizer so…

## Public overview

Quantization zero-point is a recurring research-paper notation family. Chooses the integer code representing real zero in an affine quantizer so asymmetric numeric ranges can be encoded.

Quantization zero-point: Chooses the integer code representing real zero in an affine quantizer so asymmetric numeric ranges can be encoded. Example: Shift integer codes so the chosen code z q decodes exactly to real zero.

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