| TCons: T \to (TList \to TList).
let rec THeads (k: K) (us: TList) on us: T \to T \def \lambda (t: T).(match
-us with [TNil \Rightarrow t | (TCons u ul) \Rightarrow (let TMP_1 \def
-(THeads k ul t) in (THead k u TMP_1))]).
+us with [TNil \Rightarrow t | (TCons u ul) \Rightarrow (THead k u (THeads k
+ul t))]).
let rec TApp (ts: TList) on ts: T \to TList \def \lambda (v: T).(match ts
-with [TNil \Rightarrow (TCons v TNil) | (TCons t ts0) \Rightarrow (let TMP_1
-\def (TApp ts0 v) in (TCons t TMP_1))]).
+with [TNil \Rightarrow (TCons v TNil) | (TCons t ts0) \Rightarrow (TCons t
+(TApp ts0 v))]).
let rec tslen (ts: TList) on ts: nat \def match ts with [TNil \Rightarrow O |
-(TCons _ ts0) \Rightarrow (let TMP_1 \def (tslen ts0) in (S TMP_1))].
+(TCons _ ts0) \Rightarrow (S (tslen ts0))].
definition tslt:
TList \to (TList \to Prop)
\def
- \lambda (ts1: TList).(\lambda (ts2: TList).(let TMP_1 \def (tslen ts1) in
-(let TMP_2 \def (tslen ts2) in (lt TMP_1 TMP_2)))).
+ \lambda (ts1: TList).(\lambda (ts2: TList).(lt (tslen ts1) (tslen ts2))).