comparison paper/src/agda-term1.agda.replaced @ 7:8ef64db63497

fix agda.tex
author ryokka
date Thu, 06 Feb 2020 19:24:32 +0900
parents
children
comparison
equal deleted inserted replaced
6:d30593612a38 7:8ef64db63497
1 +-comm : (x y : @$\mathbb{N}$@) @$\rightarrow$@ x + y @$\equiv$@ y + x
2 +-comm zero y rewrite (+zero {y}) = refl
3 +-comm (suc x) y = let open @$\equiv$@-Reasoning in
4 begin
5 ?0 @$\equiv$@@$\langle$@ ?1 @$\rangle$@
6 ?2 @$\blacksquare$@
7
8 -- ?0 : @$\mathbb{N}$@ {(suc x) + y}
9 -- ?1 : suc x + y @$\equiv$@ y + suc x
10 -- ?2 : @$\mathbb{N}$@