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val generate_functional_principle :
(* do we accept interactive proving *)
bool ->
(* induction principle on rel *)
Term.types ->
(* *)
Term.sorts array option ->
(* Name of the new principle *)
(Names.identifier) option ->
(* the compute functions to use *)
Names.constant array ->
(* We prove the nth- principle *)
int ->
(* The tactic to use to make the proof w.r
the number of params
*)
(Term.constr array -> int -> Tacmach.tactic) ->
unit
(* val my_reflexivity : Tacmach.tactic *)
val prove_princ_for_struct :
bool ->
int -> Names.constant array -> Term.constr array -> int -> Tacmach.tactic
val compute_new_princ_type_from_rel : Term.constr array -> Term.sorts array ->
Term.types -> Term.types
val make_scheme : (Names.identifier*Names.identifier*Rawterm.rawsort) list -> unit
val make_case_scheme : (Names.identifier*Names.identifier*Rawterm.rawsort) -> unit
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