User:Boris Tsirelson/Sandbox1
For a mathematical theory, correctness means formalizability. "In practice, the mathematician ... is content to bring the exposition to a point where his experience and mathematical flair tell him that translation into formal language would be no more than an exercise of patience (though doubtless a very tedious one)."[1]
Top 100 theorems in Isabelle +
Formalizing 100 Theorems +
Isabelle +
Download and installation +
Projects +
The Isabelle2009-2 Library +
IsarMathLib: A library of formalized mathematics for Isabelle/ZF
The graphical user interface started.
The source file is read.
Definitions are processed; the formulation of the first lemma is being processed.
The formulation of the first lemma is processed; the goal is pending.
Notes
- ↑ Bourbaki 1968, page 8.
References
Bourbaki, Nicolas (1968), Elements of mathematics: Theory of sets, Hermann (original), Addison-Wesley (translation).