Def switch-decomposable(E)(L) == L = nil
|E| List
(
Q:(
||L||
Prop). (
i:
||L||. Dec(Q(i))) & (
i:
||L||. Q(i)) & (
i:
||L||. Q(i) 
(is-send(E)(L[i]))) & (
i,j:
||L||. Q(i) 
Q(j) 
tag(E)(L[i]) = tag(E)(L[j])) & (
i,j:
||L||. Q(i) 
i
j 
C(Q)(j)))
is mentioned
In prior sections:
mb hybrid