A language and a proof verifier for developing formalized mathematical proofs.
Metamath is a language and a proof verifier for developing and verifying strictly formalized mathematical proofs, bundled with collaborated databases containing thousands of proven theorems including conventional results in logic, set theory, number theory, group theory, algebra, analysis, topology and various other topics. All proofs are in the form of Hilbert-style formulas.
- ZFC set theory
- New Foundations set theory
- Higher-order logic
- Intuitionistic logic
- Hilbert space
- Quantum logic
released on 15 May 2017
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|CC0||strange_quark||20 May 2017|
|License:GPLv2orlater||strange_quark||20 May 2017|
Most of the source files include "GNU General Public License" without clearly indicating which version. However, the main source file explicitly states to be licensed under "GNU General Public License Version 2 or any later version".
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This entry (in part or in whole) was last reviewed on 21 May 2017.
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