Primary evidence
- AUTOMATH, a language for mathematicsS1 · Primary research · Paper
Automath represented definitions, propositions and proofs in a highly explicit typed formal language so a computer could verify the correctness of derivations.
N. G. de Bruijn presented Automath as a language for expressing mathematical texts in a form suitable for automatic checking; the 1968 Symposium on Automatic Demonstration provides a precise public anchor for the system's early record.
It helped establish the idea that whole mathematical texts—not only isolated logical formulas—could be represented and mechanically checked.
Significance rationale: Automath was a foundational early effort to encode substantial mathematics in a formal language whose derivations could be checked mechanically, anticipating dependent-type proof assistants and large formal libraries.
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TU/e and the Automatic Demonstration proceedings establish the early Automath language and its purpose.
No corrections recorded.