Module `Polynomial.ProofFormat`

type prf_rule = | Annot of string * prf_rule | Hyp of int | Def of int | Cst of Num.num | Zero | Square of Vect.t | MulC of Vect.t * prf_rule | Gcd of Big_int.big_int * prf_rule | MulPrf of prf_rule * prf_rule | AddPrf of prf_rule * prf_rule | CutPrf of prf_rule
type proof = | Done | Step of int * prf_rule * proof | Enum of int * prf_rule * Vect.t * prf_rule * proof list

val pr_size : prf_rule -> Num.num
val pr_rule_max_id : prf_rule -> int
val proof_max_id : proof -> int
val normalise_proof : int -> proof -> int * proof
val output_prf_rule : Stdlib.out_channel -> prf_rule -> unit
val output_proof : Stdlib.out_channel -> proof -> unit
val add_proof : prf_rule -> prf_rule -> prf_rule
val mul_cst_proof : Num.num -> prf_rule -> prf_rule
val mul_proof : prf_rule -> prf_rule -> prf_rule
val compile_proof : int list -> proof -> Micromega.zArithProof
val cmpl_prf_rule : ('a Micromega.pExpr -> 'a Micromega.pol) -> (Num.num -> 'a) -> int list -> prf_rule -> 'a Micromega.psatz
val proof_of_farkas : prf_rule Micromega_plugin.Mutils.IMap.t -> Vect.t -> prf_rule
val eval_prf_rule : (int -> LinPoly.t * op) -> prf_rule -> LinPoly.t * op
val eval_proof : (LinPoly.t * op) Micromega_plugin.Mutils.IMap.t -> proof -> bool