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changeset 195:af2428b97f60

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author Shinji KONO <kono@ie.u-ryukyu.ac.jp>
date Sun, 29 Nov 2020 21:36:02 +0900
parents 619c7091a41a
children ca656da4d484
files FLComm.agda
diffstat 1 files changed, 3 insertions(+), 3 deletions(-) [+]
line wrap: on
line diff
--- a/FLComm.agda	Sun Nov 29 14:02:18 2020 +0900
+++ b/FLComm.agda	Sun Nov 29 21:36:02 2020 +0900
@@ -62,9 +62,9 @@
    -- Any (_≡_ (perm→FL [ g , h ])) (tl3 G (cons H (cons a L1 x) x₁) L3)
    comm3 (cons H L1 x₁) (here refl) L3 = comma L1 where
        comma :  (L1 : FList n)  →  Any (_≡_ (perm→FL [ g , h ])) (tl3 G L1 (FLinsert (perm→FL [ FL→perm G , FL→perm H ]) L3))
-       comma L1 with tl3 G L1 (FLinsert (perm→FL [ FL→perm G , FL→perm H ]) L3)  
-       ... | [] = {!!}
-       ... | cons a t x = there (subst (λ k → {!!}) {!!} (x∈FLins ( perm→FL [ FL→perm G , FL→perm H ] ) (FLinsert (perm→FL [ FL→perm G , FL→perm H ]) L3))
+       comma L1 with tl3 G L1 (FLinsert (perm→FL [ FL→perm G , FL→perm H ]) L3) | x∈FLins ( perm→FL [ FL→perm G , FL→perm H ] ) (tl3 G L1 (FLinsert (perm→FL [ FL→perm G , FL→perm H ]) L3))
+       ... | [] | m = {!!}
+       ... | cons a t x | m = subst (λ k → Any (_≡_ (perm→FL [ g , h ])) k ) ? (there m) 
    comm3 (cons a L  _) (there b) L3 = comm3 L b (FLinsert (perm→FL [ FL→perm G , FL→perm a ]) L3)
    comm2 : (L L1 : FList n) → Any (G ≡_) L → Any (H ≡_) L1 → (L3 : FList n) → Any (perm→FL [ g , h ]  ≡_) (tl2 L L1 L3)
    comm2 (cons G L xr) L1 (here refl) b L3 = comm7 L L3 where