(* This file was automatically generated: do not edit *********************)
-include "Basic-1/preamble.ma".
+include "basic_1/preamble.ma".
-inductive B: Set \def
+inductive B: Type[0] \def
| Abbr: B
| Abst: B
| Void: B.
-inductive F: Set \def
+inductive F: Type[0] \def
| Appl: F
| Cast: F.
-inductive K: Set \def
+inductive K: Type[0] \def
| Bind: B \to K
| Flat: F \to K.
-inductive T: Set \def
+inductive T: Type[0] \def
| TSort: nat \to T
| TLRef: nat \to T
| THead: K \to (T \to (T \to T)).
-definition tweight:
- T \to nat
+rec definition tweight (t: T) on t: nat \def match t with [(TSort _)
+\Rightarrow (S O) | (TLRef _) \Rightarrow (S O) | (THead _ u t0) \Rightarrow
+(S (plus (tweight u) (tweight t0)))].
+
+definition tle:
+ T \to (T \to Prop)
\def
- let rec tweight (t: T) on t: nat \def (match t with [(TSort _) \Rightarrow
-(S O) | (TLRef _) \Rightarrow (S O) | (THead _ u t0) \Rightarrow (S (plus
-(tweight u) (tweight t0)))]) in tweight.
+ \lambda (t1: T).(\lambda (t2: T).(le (tweight t1) (tweight t2))).