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Booleans.md
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| Given a basic typed lambda calculus E | |
| E := x | E E | \x:T -> E | |
| | Succ E | Z | |
| | (E, E) | E.fst | E.snd | |
| | True | False | if E then E else E | |
| and a base boolean language B | |
| B := | |
| | E && E | |
| | E || E | |
| | not E | |
| | True | |
| | False | |
| Can we compile E -> B? |
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