package octez-libs

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A package that contains multiple base libraries used by the Octez suite

Install

Dune Dependency

www.tezos.com Readme Edit opam file Versions (5)

Authors

T

Tezos devteam

Maintainers

C

contact@tezos.com

Sources

tezos-18.0.tar.gz

sha256=dbc3b675aee59c2c574e5d0a771193a2ecfca31e7a5bc5aed66598080596ce1c

sha512=b97ed762b9d24744305c358af0d20f394376b64bfdd758dd4a81775326caf445caa57c4f6445da3dd6468ff492de18e4c14af6f374dfcbb7e4d64b7b720e5e2a

doc/octez-libs.plonk/Plonk/Polynomial_protocol/Make_impl/index.html

Module `Polynomial_protocol.Make_impl`Source

Functor building an implementation of a polynomial protocol given a polynomial commitment scheme PC.

Parameters

module PC : Polynomial_commitment.S

Signature

module PC = PC

Sourcetype prover_public_parameters = PC.Public_parameters.prover

Sourceval prover_public_parameters_t : PC.Public_parameters.prover Repr.t

Sourcetype verifier_public_parameters = PC.Public_parameters.verifier

Sourceval verifier_public_parameters_t : PC.Public_parameters.verifier Repr.t

Sourcetype transcript = Bytes.t

Sourceval transcript_t : bytes Repr.t

Sourcetype proof = {

cm_t : PC.Commitment.t;
pc_proof : PC.proof;
pc_answers : PC.answer list;

}

Sourceval proof_t : proof Repr.t

Sourceval split_t : int -> Plonk.Bls.Poly.t -> int -> Plonk.Bls.Poly.t SMap.t

split_t n t nb_of_t_chunks splits t polynomial in nb_of_t_chunks polynomials of at most n coefficients (and at most degree n-1), except the last one that may have more coeffictients depending on t’s degree

Source

val compute_t : 
  n:int ->
  alpha:Plonk.Bls.Scalar.t ->
  nb_of_t_chunks:int ->
  Bls.Evaluations.t SMap.t ->
  Plonk.Bls.Poly.t SMap.t

Source

val eval_and_batch_ids : 
  (Plonk.Bls.Scalar.t * 'a) ->
  'b SMap.t SMap.t list ->
  ('a -> 'b SMap.t SMap.t -> Plonk.Bls.Scalar.t SMap.t) ->
  Plonk.Bls.Scalar.t

Source

val verify_t : 
  int ->
  Plonk.Bls.Scalar.t ->
  Plonk.Bls.Scalar.t ->
  Plonk.Bls.Scalar.t list ->
  bool

Source

val setup : 
  setup_params:PC.Public_parameters.setup_params ->
  srs:(Octez_bls12_381_polynomial.Srs.t * Octez_bls12_381_polynomial.Srs.t) ->
  PC.Public_parameters.prover * PC.Public_parameters.verifier

Source

val prove_aux : 
  PC.Commitment.prover_public_parameters ->
  Bytes.t ->
  int ->
  Plonk.Bls.Scalar.t ->
  (Plonk.Bls.Poly.t SMap.t * PC.Commitment.prover_aux) list ->
  Identities.eval_point list list ->
  'a ->
  ('a -> Bls.Evaluations.t SMap.t) ->
  int ->
  (Plonk.Bls.Scalar.t * Plonk.Bls.Scalar.t * PC.answer list * PC.Commitment.t)
  * Plonk.Bls.Poly.t SMap.t list
  * PC.Commitment.prover_aux list
  * Plonk.Bls.Scalar.t SMap.t list
  * Bytes.t

Source

val prove : 
  PC.Commitment.prover_public_parameters ->
  Bytes.t ->
  n:int ->
  generator:Plonk.Bls.Scalar.t ->
  secrets:(Plonk.Bls.Poly.t SMap.t * PC.Commitment.prover_aux) list ->
  eval_points:Identities.eval_point list list ->
  evaluations:'a ->
  identities:('a -> Bls.Evaluations.t SMap.t) ->
  nb_of_t_chunks:int ->
  proof * PC.transcript

Sourcetype pp_commit_to_t_r = Bls.Evaluations.t SMap.t

Sourceval pp_commit_to_t_r_t : Bls.Evaluations.t SMap.t Repr.ty

Source

val verify_aux : 
  Bytes.t ->
  Plonk.Bls.Scalar.t ->
  PC.Commitment.t list ->
  Identities.eval_point list list ->
  proof ->
  Plonk.Bls.Scalar.t
  * Plonk.Bls.Scalar.t
  * Bytes.t
  * PC.Commitment.t list
  * Plonk.Bls.Scalar.t SMap.t list

Source

val verify : 
  PC.Public_parameters.verifier ->
  Bytes.t ->
  n:int ->
  generator:Plonk.Bls.Scalar.t ->
  commitments:PC.Commitment.t list ->
  eval_points:Identities.eval_point list list ->
  identities:
    (Plonk.Bls.Scalar.t ->
      Plonk.Bls.Scalar.t SMap.t SMap.t ->
      Plonk.Bls.Scalar.t SMap.t) ->
  proof ->
  bool * PC.transcript

On This Page

Parameters
Signature

package octez-libs

Install

Dune Dependency

Authors

Maintainers

Sources

doc/octez-libs.plonk/Plonk/Polynomial_protocol/Make_impl/index.html

Module Polynomial_protocol.Make_implSource

Parameters

Signature

Module `Polynomial_protocol.Make_impl`Source