commit 3327c91d241a1007779df4d6128bd18d3f67cd27
parent 25905212abe4b8d5880c40a4c93363a908d02d5c
Author: Mikolai Gütschow <mikolai.guetschow@tu-dresden.de>
Date: Mon, 11 May 2026 15:37:19 +0200
protocol: minor fixes
Diffstat:
2 files changed, 663 insertions(+), 654 deletions(-)
diff --git a/draft-guetschow-taler-protocol.md b/draft-guetschow-taler-protocol.md
@@ -996,17 +996,18 @@ for i in 0..n:
(E1) refund check and confirmation (exchange)
deposit_record = Lookup by h_contract // todo: needs to be persisted before with order.id and used coins!
-Check coinᵢ.pub part of deposit_record
-denomᵢ = Lookup by coinᵢ.pub
-msgᵢ = Gen-Msg(MERCHANT_REFUND,
- ( h_contract | coinᵢ.pub | id | valueᵢ | denomᵢ.fee_refund ))
-Check Ed25519-Verify(merchant.pub, msgᵢ, sigᵢ)
-Check valueᵢ >= denomᵢ.fee_refund
Check refund possible (prior to wire transfer deadline)
-remove/update scheduled wire transfer
-mark coin part as unspent
-msgᵢ = Gen-Msg(MERCHANT_REFUND_OK, SHA-512(order.id)) // todo: hashing string without terminating \0
-sigᵢ = Ed25519-Sign(exchange.priv, msgᵢ)
+for i in 0..n:
+ Check coinᵢ.pub part of deposit_record
+ denomᵢ = Lookup by coinᵢ.pub
+ msgᵢ = Gen-Msg(MERCHANT_REFUND,
+ ( h_contract | coinᵢ.pub | id | valueᵢ | denomᵢ.fee_refund ))
+ Check Ed25519-Verify(merchant.pub, msgᵢ, sigᵢ)
+ Check valueᵢ >= denomᵢ.fee_refund
+ remove/update scheduled wire transfer
+ mark coin part as unspent
+ msgᵢ = Gen-Msg(MERCHANT_REFUND_OK, SHA-512(order.id)) // todo: hashing string without terminating \0
+ sigᵢ = Ed25519-Sign(exchange.priv, msgᵢ)
~~~
{::comment}
@@ -1062,13 +1063,13 @@ The derivation ensures that ownership of coins (knowledge of the private key) is
and thereby that value transfer among untrusted parties can only happen via payment and deposit, not via refresh.
~~~
-Refresh-Derive(shared, denom) =
+Refresh-Derive(shared, i, denom) =
planchet_seed = HKDF(uint32(i), shared, "taler-coin-derivation", 64)
blind_secret = HKDF("bks", planchet_seed, "", 32)
coin.priv = HKDF("coin", planchet_seed, "", 32)
coin.pub = Ed25519-GetPub(coin.priv)
- planchet = RSA-FDH-Blind(SHA-512(coin.pub), blind_secret, denomᵢ.pub)
- h_planchet = Hash-Planchet(planchet, denomᵢ)
+ planchet = RSA-FDH-Blind(SHA-512(coin.pub), blind_secret, denom.pub)
+ h_planchet = Hash-Planchet(planchet, denom)
return (coin, blind_secret, planchet, h_planchet)
~~~
@@ -1215,7 +1216,7 @@ sig = Ed25519-Sign(exchange.priv, msg)
Check exchange.pub known
msg = Gen-Msg(EXCHANGE_CONFIRM_MELT,
- ( commitment | ɣ ))
+ ( commitment | uint32(ɣ) ))
Check Ed25519-Verify(exchange.pub, msg, sig)
Persist refresh-challenge // what exactly?
for k in 0..κ and k != ɣ:
@@ -1410,6 +1411,9 @@ They are generated by going through the protocol operations in the following ord
// todo: p2p sending full coins only works without fees, should we set fees to zero?
+// todo: refund would be slightly more interesting with 2 coins being (partially) refunded,
+should we change to full refund coin0 + partial refund coin1 (coin1 value after fee_deposit + fee_refund should then match denom2 + denom3)
+
The test vectors in this document have been generated by the GNU Taler reference implementation written in C.
All binary data is provided in hexadecimal notation.
Big numbers for RSA are represented in big-endian byte order (most significant byte first).
diff --git a/draft-guetschow-taler-protocol.xml b/draft-guetschow-taler-protocol.xml
@@ -925,17 +925,18 @@ for i in 0..n:
(E1) refund check and confirmation (exchange)
deposit_record = Lookup by h_contract // todo: needs to be persisted before with order.id and used coins!
-Check coinᵢ.pub part of deposit_record
-denomᵢ = Lookup by coinᵢ.pub
-msgᵢ = Gen-Msg(MERCHANT_REFUND,
- ( h_contract | coinᵢ.pub | id | valueᵢ | denomᵢ.fee_refund ))
-Check Ed25519-Verify(merchant.pub, msgᵢ, sigᵢ)
-Check valueᵢ >= denomᵢ.fee_refund
Check refund possible (prior to wire transfer deadline)
-remove/update scheduled wire transfer
-mark coin part as unspent
-msgᵢ = Gen-Msg(MERCHANT_REFUND_OK, SHA-512(order.id)) // todo: hashing string without terminating \0
-sigᵢ = Ed25519-Sign(exchange.priv, msgᵢ)
+for i in 0..n:
+ Check coinᵢ.pub part of deposit_record
+ denomᵢ = Lookup by coinᵢ.pub
+ msgᵢ = Gen-Msg(MERCHANT_REFUND,
+ ( h_contract | coinᵢ.pub | id | valueᵢ | denomᵢ.fee_refund ))
+ Check Ed25519-Verify(merchant.pub, msgᵢ, sigᵢ)
+ Check valueᵢ >= denomᵢ.fee_refund
+ remove/update scheduled wire transfer
+ mark coin part as unspent
+ msgᵢ = Gen-Msg(MERCHANT_REFUND_OK, SHA-512(order.id)) // todo: hashing string without terminating \0
+ sigᵢ = Ed25519-Sign(exchange.priv, msgᵢ)
]]></sourcecode>
<sourcecode type="pseudocode"><![CDATA[
(M2) refund confirmation (merchant)
@@ -983,13 +984,13 @@ The secret is regeneratable with the knowledge of <tt>coin.priv</tt> via the lin
The derivation ensures that ownership of coins (knowledge of the private key) is correctly transferred,
and thereby that value transfer among untrusted parties can only happen via payment and deposit, not via refresh.</t>
<artwork><![CDATA[
-Refresh-Derive(shared, denom) =
+Refresh-Derive(shared, i, denom) =
planchet_seed = HKDF(uint32(i), shared, "taler-coin-derivation", 64)
blind_secret = HKDF("bks", planchet_seed, "", 32)
coin.priv = HKDF("coin", planchet_seed, "", 32)
coin.pub = Ed25519-GetPub(coin.priv)
- planchet = RSA-FDH-Blind(SHA-512(coin.pub), blind_secret, denomᵢ.pub)
- h_planchet = Hash-Planchet(planchet, denomᵢ)
+ planchet = RSA-FDH-Blind(SHA-512(coin.pub), blind_secret, denom.pub)
+ h_planchet = Hash-Planchet(planchet, denom)
return (coin, blind_secret, planchet, h_planchet)
]]></artwork>
<t>Taler uses a cut-and-choose protocol with the fixed parameter <tt>κ=3</tt> to enforce correct derivation
@@ -1106,7 +1107,7 @@ sig = Ed25519-Sign(exchange.priv, msg)
Check exchange.pub known
msg = Gen-Msg(EXCHANGE_CONFIRM_MELT,
- ( commitment | ɣ ))
+ ( commitment | uint32(ɣ) ))
Check Ed25519-Verify(exchange.pub, msg, sig)
Persist refresh-challenge // what exactly?
for k in 0..κ and k != ɣ:
@@ -1352,7 +1353,7 @@ In Taler, interaction with exchange, therefore called wallet-to-wallet transacti
<refcontent>National Institute of Standards and Technology (U.S.)</refcontent>
</reference>
</references>
- <?line 1393?>
+ <?line 1394?>
<section anchor="test-vectors">
<name>Test Vectors</name>
@@ -1390,6 +1391,8 @@ They are generated by going through the protocol operations in the following ord
</li>
</ol>
<t>// todo: p2p sending full coins only works without fees, should we set fees to zero?</t>
+ <t>// todo: refund would be slightly more interesting with 2 coins being (partially) refunded,
+should we change to full refund coin0 + partial refund coin1 (coin1 value after fee_deposit + fee_refund should then match denom2 + denom3)</t>
<t>The test vectors in this document have been generated by the GNU Taler reference implementation written in C.
All binary data is provided in hexadecimal notation.
Big numbers for RSA are represented in big-endian byte order (most significant byte first).</t>
@@ -2123,631 +2126,633 @@ Education and Research (BMBF) within the project Concrete Contracts.</t>
</section>
</back>
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