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Add doxygen comments for new transactions and helper functions (#6332)
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@@ -117,12 +117,8 @@ serializeEcPair(secp256k1_pubkey const& in1, secp256k1_pubkey const& in2, Buffer
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bool
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isValidCiphertext(Slice const& buffer)
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{
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// Local/temporary variables to pass to makeEcPair.
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// Their contents will be discarded when the function returns.
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secp256k1_pubkey key1;
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secp256k1_pubkey key2;
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// Call makeEcPair and return its result.
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return makeEcPair(buffer, key1, key2);
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}
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@@ -193,22 +189,16 @@ generateBlindingFactor()
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std::optional<Buffer>
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encryptAmount(uint64_t const amt, Slice const& pubKeySlice, Slice const& blindingFactor)
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{
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Buffer buf(ecGamalEncryptedTotalLength);
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// Allocate ciphertext placeholders
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secp256k1_pubkey c1, c2;
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secp256k1_pubkey pubKey;
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if (blindingFactor.size() != ecBlindingFactorLength)
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return std::nullopt;
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secp256k1_pubkey c1, c2, pubKey;
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std::memcpy(pubKey.data, pubKeySlice.data(), ecPubKeyLength);
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// Encrypt the amount
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if (!secp256k1_elgamal_encrypt(secp256k1Context(), &c1, &c2, &pubKey, amt, blindingFactor.data()))
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return std::nullopt;
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// Serialize the ciphertext pair into the buffer
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Buffer buf(ecGamalEncryptedTotalLength);
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if (!serializeEcPair(c1, c2, buf))
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return std::nullopt;
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@@ -221,18 +211,13 @@ encryptCanonicalZeroAmount(Slice const& pubKeySlice, AccountID const& account, M
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if (pubKeySlice.size() != ecPubKeyLength)
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return std::nullopt; // LCOV_EXCL_LINE
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secp256k1_pubkey c1, c2;
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secp256k1_pubkey pubKey;
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secp256k1_pubkey c1, c2, pubKey;
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std::memcpy(pubKey.data, pubKeySlice.data(), ecPubKeyLength);
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// Encrypt the amount
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if (!generate_canonical_encrypted_zero(secp256k1Context(), &c1, &c2, &pubKey, account.data(), mptId.data()))
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return std::nullopt;
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Buffer buf(ecGamalEncryptedTotalLength);
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// Serialize the ciphertext pair into the buffer
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if (!serializeEcPair(c1, c2, buf))
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return std::nullopt;
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@@ -242,20 +227,16 @@ encryptCanonicalZeroAmount(Slice const& pubKeySlice, AccountID const& account, M
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TER
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verifySchnorrProof(Slice const& pubKeySlice, Slice const& proofSlice, uint256 const& contextHash)
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{
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// sanity check proof length
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if (proofSlice.size() != ecSchnorrProofLength)
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return tecINTERNAL; // LCOV_EXCL_LINE
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// sanity check public key length
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if (pubKeySlice.size() != ecPubKeyLength)
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return tecINTERNAL; // LCOV_EXCL_LINE
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secp256k1_pubkey pubKey;
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std::memcpy(pubKey.data, pubKeySlice.data(), ecPubKeyLength);
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int result = secp256k1_mpt_pok_sk_verify(secp256k1Context(), proofSlice.data(), &pubKey, contextHash.data());
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if (result != 1)
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if (secp256k1_mpt_pok_sk_verify(secp256k1Context(), proofSlice.data(), &pubKey, contextHash.data()) != 1)
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return tecBAD_PROOF;
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return tesSUCCESS;
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@@ -268,11 +249,9 @@ verifyElGamalEncryption(
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Slice const& pubKeySlice,
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Slice const& ciphertext)
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{
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// sanity check blinding factor length
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if (blindingFactor.size() != ecBlindingFactorLength)
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return tecINTERNAL; // LCOV_EXCL_LINE
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// sanity check public key length
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if (pubKeySlice.size() != ecPubKeyLength)
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return tecINTERNAL; // LCOV_EXCL_LINE
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@@ -283,13 +262,8 @@ verifyElGamalEncryption(
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if (!makeEcPair(ciphertext, c1, c2))
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return tecINTERNAL; // LCOV_EXCL_LINE
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int result =
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secp256k1_elgamal_verify_encryption(secp256k1Context(), &c1, &c2, &pubKey, amount, blindingFactor.data());
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if (result != 1)
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{
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if (secp256k1_elgamal_verify_encryption(secp256k1Context(), &c1, &c2, &pubKey, amount, blindingFactor.data()) != 1)
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return tecBAD_PROOF;
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}
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return tesSUCCESS;
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}
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@@ -392,6 +366,9 @@ verifyClawbackEqualityProof(
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secp256k1_pubkey pubKey;
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std::memcpy(pubKey.data, pubKeySlice.data(), ecPubKeyLength);
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// Note: c2, c1 order - the proof is generated with c2 first (the encrypted
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// message component) because the equality proof structure expects the
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// message-containing term before the blinding term.
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if (secp256k1_equality_plaintext_verify(
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secp256k1Context(), proof.data(), &pubKey, &c2, &c1, amount, contextHash.data()) != 1)
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{
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@@ -484,6 +461,8 @@ verifyBalancePcmLinkage(
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std::memcpy(pubKey.data, pubKeySlice.data(), ecPubKeyLength);
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std::memcpy(pcm.data, pcmSlice.data(), ecPubKeyLength);
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// Note: c2, c1 order - the linkage proof expects the message-containing
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// component (c2 = m*G + r*Pk) before the blinding component (c1 = r*G).
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if (secp256k1_elgamal_pedersen_link_verify(
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secp256k1Context(), proof.data(), &pubKey, &c2, &c1, &pcm, contextHash.data()) != 1)
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{
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@@ -517,7 +496,6 @@ secp256k1_elgamal_generate_keypair(secp256k1_context const* ctx, unsigned char*
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return 1; // Success
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}
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// ... implementation of secp256k1_elgamal_encrypt ...
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int
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secp256k1_elgamal_encrypt(
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secp256k1_context const* ctx,
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@@ -579,7 +557,6 @@ secp256k1_elgamal_encrypt(
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return 1; // Success
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}
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// ... implementation of secp256k1_elgamal_decrypt ...
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int
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secp256k1_elgamal_decrypt(
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secp256k1_context const* ctx,
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@@ -5,6 +5,22 @@
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namespace xrpl {
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/**
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* @brief Allows an MPT issuer to clawback confidential balances from a holder.
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*
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* This transaction enables the issuer of an MPToken Issuance (with clawback
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* enabled) to reclaim confidential tokens from a holder's account. Unlike
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* regular clawback, the issuer cannot see the holder's balance directly.
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* Instead, the issuer must provide a zero-knowledge proof that demonstrates
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* they know the exact encrypted balance amount.
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*
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* @par Cryptographic Operations:
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* - **Equality Proof Verification**: Verifies that the issuer's revealed
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* amount matches the holder's encrypted balance using the issuer's
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* ElGamal private key.
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*
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* @see ConfidentialMPTSend, ConfidentialMPTConvert
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*/
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class ConfidentialMPTClawback : public Transactor
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{
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public:
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@@ -5,6 +5,24 @@
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namespace xrpl {
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/**
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* @brief Converts public (plaintext) MPT balance to confidential (encrypted)
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* balance.
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*
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* This transaction allows a token holder to convert their publicly visible
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* MPToken balance into an encrypted confidential balance. Once converted,
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* the balance can only be spent using ConfidentialMPTSend transactions and
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* remains hidden from public view on the ledger.
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*
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* @par Cryptographic Operations:
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* - **Schnorr Proof Verification**: When registering a new ElGamal public key,
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* verifies proof of knowledge of the corresponding private key.
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* - **Revealed Amount Verification**: Verifies that the provided encrypted
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* amounts (for holder, issuer, and optionally auditor) all encrypt the
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* same plaintext amount using the provided blinding factor.
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*
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* @see ConfidentialMPTConvertBack, ConfidentialMPTSend
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*/
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class ConfidentialMPTConvert : public Transactor
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{
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public:
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@@ -5,6 +5,25 @@
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namespace xrpl {
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/**
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* @brief Converts confidential (encrypted) MPT balance back to public
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* (plaintext) balance.
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*
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* This transaction allows a token holder to convert their encrypted
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* confidential balance back into a publicly visible MPToken balance. The
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* holder must prove they have sufficient confidential balance without
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* revealing the actual balance amount.
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*
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* @par Cryptographic Operations:
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* - **Revealed Amount Verification**: Verifies that the provided encrypted
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* amounts correctly encrypt the conversion amount.
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* - **Pedersen Linkage Proof**: Verifies that the provided balance commitment
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* correctly links to the holder's encrypted spending balance.
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* - **Bulletproof Range Proof**: Verifies that the remaining balance (after
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* conversion) is non-negative, ensuring the holder has sufficient funds.
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*
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* @see ConfidentialMPTConvert, ConfidentialMPTSend
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*/
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class ConfidentialMPTConvertBack : public Transactor
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{
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public:
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@@ -5,6 +5,26 @@
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namespace xrpl {
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/**
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* @brief Merges the confidential inbox balance into the spending balance.
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*
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* In the confidential transfer system, incoming funds are deposited into an
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* "inbox" balance that the recipient cannot immediately spend. This prevents
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* front-running attacks where an attacker could invalidate a pending
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* transaction by sending funds to the sender. This transaction merges the
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* inbox into the spending balance, making those funds available for spending.
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*
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* @par Cryptographic Operations:
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* - **Homomorphic Addition**: Adds the encrypted inbox balance to the
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* encrypted spending balance using ElGamal homomorphic properties.
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* - **Zero Encryption**: Resets the inbox to an encryption of zero.
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*
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* @note This transaction requires no zero-knowledge proofs because it only
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* combines encrypted values that the holder already owns. The
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* homomorphic properties of ElGamal encryption ensure correctness.
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*
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* @see ConfidentialMPTSend, ConfidentialMPTConvert
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*/
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class ConfidentialMPTMergeInbox : public Transactor
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{
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public:
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@@ -5,6 +5,32 @@
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namespace xrpl {
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/**
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* @brief Transfers confidential MPT tokens between holders privately.
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*
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* This transaction enables private token transfers where the transfer amount
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* is hidden from public view. Both sender and recipient must have initialized
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* confidential balances. The transaction provides encrypted amounts for all
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* parties (sender, destination, issuer, and optionally auditor) along with
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* zero-knowledge proofs that verify correctness without revealing the amount.
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*
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* @par Cryptographic Operations:
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* - **Multi-Ciphertext Equality Proof**: Verifies that all encrypted amounts
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* (sender, destination, issuer, auditor) encrypt the same plaintext value.
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* - **Amount Pedersen Linkage Proof**: Verifies that the amount commitment
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* correctly links to the sender's encrypted amount.
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* - **Balance Pedersen Linkage Proof**: Verifies that the balance commitment
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* correctly links to the sender's encrypted spending balance.
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* - **Bulletproof Range Proof**: Verifies remaining balance and
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* transfer amount are non-negative.
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*
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* @note Funds are deposited into the destination's inbox, not spending
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* balance. The recipient must call ConfidentialMPTMergeInbox to make
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* received funds spendable.
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*
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* @see ConfidentialMPTMergeInbox, ConfidentialMPTConvert,
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* ConfidentialMPTConvertBack
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*/
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class ConfidentialMPTSend : public Transactor
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{
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public:
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