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1 (**************************************************************************)
2 (*       ___                                                              *)
3 (*      ||M||                                                             *)
4 (*      ||A||       A project by Andrea Asperti                           *)
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11 (*        v         GNU General Public License Version 2                  *)
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13 (**************************************************************************)
14
15 (* This file was automatically generated: do not edit *********************)
16
17
18
19 include "preamble.ma".
20
21 inductive PList: Set \def
22 | PNil: PList
23 | PCons: nat \to (nat \to (PList \to PList)).
24
25 definition PConsTail:
26  PList \to (nat \to (nat \to PList))
27 \def
28  let rec PConsTail (hds: PList) on hds: (nat \to (nat \to PList)) \def 
29 (\lambda (h0: nat).(\lambda (d0: nat).(match hds with [PNil \Rightarrow 
30 (PCons h0 d0 PNil) | (PCons h d hds0) \Rightarrow (PCons h d (PConsTail hds0 
31 h0 d0))]))) in PConsTail.
32
33 definition Ss:
34  PList \to PList
35 \def
36  let rec Ss (hds: PList) on hds: PList \def (match hds with [PNil \Rightarrow 
37 PNil | (PCons h d hds0) \Rightarrow (PCons h (S d) (Ss hds0))]) in Ss.
38
39 definition papp:
40  PList \to (PList \to PList)
41 \def
42  let rec papp (a: PList) on a: (PList \to PList) \def (\lambda (b: 
43 PList).(match a with [PNil \Rightarrow b | (PCons h d a0) \Rightarrow (PCons 
44 h d (papp a0 b))])) in papp.
45