Technology · Error Correction
Error-correction levels
The Quick Response Code specifies four error-correction levels — L, M, Q, and H — selected when a symbol is generated and recorded in the symbol's format information.
The four levels
| Level | Name | Recoverable codewords |
|---|---|---|
| L | Low | ≈ 7% |
| M | Medium | ≈ 15% |
| Q | Quartile | ≈ 25% |
| H | High | ≈ 30% |
Trade-off
Higher error-correction levels consume more codewords for parity, reducing the symbol's available payload capacity at any given version. The choice of level is therefore a deployment decision: factory and outdoor applications typically select Q or H to absorb partial damage and contamination; clean print or screen-display applications often select L or M to maximize payload.
Implementation
Error correction is implemented as a Reed–Solomon code over the Galois field GF(28), producing parity codewords appended to the data codewords. The Reed–Solomon mathematics are documented under Reed–Solomon coding.
Cited references
- ISO/IEC 18004:2015, §7.5 Error correction.
- I. S. Reed and G. Solomon, Polynomial Codes over Certain Finite Fields, 1960.
