package octez-libs

You can search for identifiers within the package.

in-package search v0.2.0

Package contains no libraries

include Kzg.Interfaces.Polynomial_commitment

type secret = Kzg.Bls.Poly.t Kzg.SMap.t

type query = Kzg.Bls.Scalar.t Kzg.SMap.t

val query_t : query Repr.t

type answer = Kzg.Bls.Scalar.t Kzg.SMap.t Kzg.SMap.t

val answer_t : answer Repr.t

type proof

val proof_t : proof Repr.t

module Commitment : Kzg.Interfaces.Commitment

module Public_parameters : 
  Kzg.Interfaces.Public_parameters
    with type commitment = Commitment.public_parameters

val commit : 
  ?all_keys:string list ->
  Public_parameters.prover ->
  secret ->
  Commitment.t * Commitment.prover_aux

val evaluate : secret -> query -> answer

val prove : 
  Public_parameters.prover ->
  Kzg.Utils.Transcript.t ->
  secret list ->
  Commitment.prover_aux list ->
  query list ->
  answer list ->
  proof * Kzg.Utils.Transcript.t

val verify : 
  Public_parameters.verifier ->
  Kzg.Utils.Transcript.t ->
  Commitment.t list ->
  query list ->
  answer list ->
  proof ->
  bool * Kzg.Utils.Transcript.t

type prover_aux = {

r : Kzg.Bls.Scalar.t;
s_list : Kzg.Bls.Scalar.t Aggregation.Polynomial_commitment.SMap.t list;

}

Auxiliary information needed by the prover for the meta-verification in aPlonK

val prove_super_aggregation : 
  Public_parameters.prover ->
  Kzg.Utils.Transcript.t ->
  Kzg.Bls.Poly.t Aggregation.Polynomial_commitment.SMap.t list ->
  Commitment.prover_aux list ->
  query list ->
  Kzg.Bls.Scalar.t Aggregation.Polynomial_commitment.SMap.t
    Aggregation.Polynomial_commitment.SMap.t
    list ->
  (proof * prover_aux) * Kzg.Utils.Transcript.t

val verify_super_aggregation : 
  Public_parameters.verifier ->
  Kzg.Utils.Transcript.t ->
  Commitment.t list ->
  query list ->
  Kzg.Bls.Scalar.t Aggregation.Polynomial_commitment.SMap.t list ->
  proof ->
  bool * Kzg.Bls.Scalar.t * Kzg.Utils.Transcript.t