Mercurial > hg > Members > kono > Proof > ZF-in-agda
diff src/Topology.agda @ 1182:0727cf865ebd
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author | kono |
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date | Fri, 24 Feb 2023 15:00:23 +0800 |
parents | cf25490dd112 |
children | f5deac708524 |
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--- a/src/Topology.agda Fri Feb 24 11:52:44 2023 +0800 +++ b/src/Topology.agda Fri Feb 24 15:00:23 2023 +0800 @@ -472,8 +472,8 @@ cover1 {x} Lx with ODC.p∨¬p O (Own (* (OX CX)) x) ... | case1 p = p ... | case2 np = ⊥-elim ( ¬x<0 ( eq→ i=0 ⟪ ? , ? ⟫ )) where - fp04 : {y : Ordinal} → odef (* X) y → Ordinal - fp04 {y} xy = & (L \ * y) + fp04 : {y x : Ordinal} → odef (* X) y → ¬ odef (L \ * y) x + fp04 {y} {x} xy ⟪ Lx , nx ⟫ = ? fp03 : ? fp03 = ? no-cover : ¬ ( (* (OX CX)) covers L )