use Eqaf
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3 changed files with 15 additions and 29 deletions
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@ -1,9 +1,6 @@
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(* WIP fdh-rsa
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(* WIP fdh-rsa
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full-domain-hash RSA
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full-domain-hash RSA
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based on libgnunetutil crypto_rsa.c
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based on libgnunetutil crypto_rsa.c *)
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good explanation of taler crypto:
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https://www.taler.net/papers/cs-thesis.pdf *)
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module Z_extra = Mirage_crypto_pk.Z_extra
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module Z_extra = Mirage_crypto_pk.Z_extra
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open Crypto
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open Crypto
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@ -56,19 +53,14 @@ let rsa_blinding_key_derive (pub : RsaPublicKey.t) bks =
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let r = Kdf.kdf_mod_n ~n:pub.n ~xts ~ikm:bks ~ctx in
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let r = Kdf.kdf_mod_n ~n:pub.n ~xts ~ikm:bks ~ctx in
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gcd_validate r pub.n; r
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gcd_validate r pub.n; r
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let rsa_blind pub ~bks msg =
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let blind_msg pub ~bks msg =
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let data = rsa_full_domain_hash pub msg in
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let data = rsa_full_domain_hash pub msg in
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let bkey = rsa_blinding_key_derive pub bks in
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let bkey = rsa_blinding_key_derive pub bks in
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(* can we just use [powm] here instead? *)
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let r_e = Z.powm_sec bkey pub.e pub.n in
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let r_e = Z.powm_sec bkey pub.e pub.n in
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let data_r_e = Z.rem (Z.mul data r_e) pub.n in
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let data_r_e = Z.rem (Z.mul data r_e) pub.n in
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Z_extra.to_octets_be data_r_e
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Z_extra.to_octets_be data_r_e
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(* decrypt <=> sign *)
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let unblind_sig pub ~bks bsig =
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let rsa_sign_blinded priv bmsg =
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Mirage_crypto_pk.Rsa.decrypt ~crt_hardening:true ~key:priv bmsg
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let rsa_unblind pub ~bks bsig =
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let data = Z_extra.of_octets_be bsig in
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let data = Z_extra.of_octets_be bsig in
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let bkey = rsa_blinding_key_derive pub bks in
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let bkey = rsa_blinding_key_derive pub bks in
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let r_inv =
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let r_inv =
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@ -80,19 +72,13 @@ let rsa_unblind pub ~bks bsig =
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let data = Z.rem (Z.mul data r_inv) pub.n in
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let data = Z.rem (Z.mul data r_inv) pub.n in
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Z_extra.to_octets_be data
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Z_extra.to_octets_be data
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let sign ~priv ~pub ~bks ~msg =
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(* decrypt <=> sign *)
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let bmsg = rsa_blind pub ~bks msg in
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let sign ~key bmsg = Mirage_crypto_pk.Rsa.decrypt ~crt_hardening:true ~key bmsg
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let bsig = rsa_sign_blinded priv bmsg in
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let sig_ = rsa_unblind pub ~bks bsig in
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sig_
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(* TODO fdh-rsa
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let verify ~key s ~msg =
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look into mirage-crypto for this
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let msg_fdh = rsa_full_domain_hash key msg in
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at least use Eqaf for constant time string compare *)
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let verify pub ~msg ~sig_ =
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let msg_fdh = rsa_full_domain_hash pub msg in
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let s1 = Z_extra.to_octets_be msg_fdh in
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let s1 = Z_extra.to_octets_be msg_fdh in
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let s2 = Mirage_crypto_pk.Rsa.encrypt ~key:pub sig_ in
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let s2 = Mirage_crypto_pk.Rsa.encrypt ~key s in
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match String.equal s1 s2 with
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match Eqaf.equal s1 s2 with
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| false -> Fmt.error "RSA signature verification failed"
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| false -> Fmt.error "RSA signature verification failed"
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| true -> Ok ()
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| true -> Ok ()
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@ -259,9 +259,7 @@ module Make () = struct
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let sign h_pub msg =
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let sign h_pub msg =
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let+ k = find h_pub in
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let+ k = find h_pub in
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(* TODO fdh-rsa *)
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let data = Fdh_rsa.sign ~key:k.priv msg in
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let bks = "deadbeaf" in
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let data = Fdh_rsa.sign ~priv:k.priv ~pub:k.pub ~bks ~msg in
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data
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data
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let revoke h_pub =
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let revoke h_pub =
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@ -104,7 +104,7 @@ let () =
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in
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in
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let bks = blinding_key_secret |> decode in
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let bks = blinding_key_secret |> decode in
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let msg = decode message_hash in
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let msg = decode message_hash in
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let bmsg = Fdh_rsa.rsa_blind pub ~bks msg in
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let bmsg = Fdh_rsa.blind_msg pub ~bks msg in
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assert (encode bmsg = blinded_message);
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assert (encode bmsg = blinded_message);
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()
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()
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@ -116,8 +116,10 @@ let () =
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let priv, pub = RsaPrivateKey.generate ~bits:2048 () in
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let priv, pub = RsaPrivateKey.generate ~bits:2048 () in
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let bks = "deadbeaf" in
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let bks = "deadbeaf" in
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let msg = "uhuh." in
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let msg = "uhuh." in
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let sig_ = Fdh_rsa.sign ~priv ~pub ~bks ~msg in
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let bmsg = Fdh_rsa.blind_msg pub ~bks msg in
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let res = Fdh_rsa.verify pub ~msg ~sig_ in
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let bsig = Fdh_rsa.sign ~key:priv bmsg in
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let sig_ = Fdh_rsa.unblind_sig pub ~bks bsig in
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let res = Fdh_rsa.verify ~key:pub sig_ ~msg in
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assert (Result.is_ok res);
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assert (Result.is_ok res);
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()
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()
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