BTCP-Rebase/src/primitives/joinsplit.h

149 lines
4.7 KiB
C++

// Copyright (c) 2009-2010 Satoshi Nakamoto
// Copyright (c) 2009-2014 The Bitcoin Core developers
// Copyright (c) 2018 The Bitcoin Private developers
// Distributed under the MIT software license, see the accompanying
// file COPYING or http://www.opensource.org/licenses/mit-license.php.
#ifndef BTCP_PRIMITIVES_JOINSPLIT_H
#define BTCP_PRIMITIVES_JOINSPLIT_H
#include <amount.h>
#include <random.h>
#include <script/script.h>
#include <serialize.h>
#include <uint256.h>
#include <consensus/consensus.h>
#include <zcash/NoteEncryption.hpp>
#include <zcash/Zcash.h>
#include <zcash/JoinSplit.hpp>
#include <zcash/Proof.hpp>
#include <boost/array.hpp>
class JSDescription
{
public:
// These values 'enter from' and 'exit to' the value
// pool, respectively.
CAmount vpub_old;
CAmount vpub_new;
// JoinSplits are always anchored to a root in the note
// commitment tree at some point in the blockchain
// history or in the history of the current
// transaction.
uint256 anchor;
// Nullifiers are used to prevent double-spends. They
// are derived from the secrets placed in the note
// and the secret spend-authority key known by the
// spender.
std::array<uint256, ZC_NUM_JS_INPUTS> nullifiers;
// Note commitments are introduced into the commitment
// tree, blinding the public about the values and
// destinations involved in the JoinSplit. The presence of
// a commitment in the note commitment tree is required
// to spend it.
std::array<uint256, ZC_NUM_JS_OUTPUTS> commitments;
// Ephemeral key
uint256 ephemeralKey;
// Ciphertexts
// These contain trapdoors, values and other information
// that the recipient needs, including a memo field. It
// is encrypted using the scheme implemented in crypto/NoteEncryption.cpp
std::array<ZCNoteEncryption::Ciphertext, ZC_NUM_JS_OUTPUTS> ciphertexts = {{ {{0}} }};
// Random seed
uint256 randomSeed;
// MACs
// The verification of the JoinSplit requires these MACs
// to be provided as an input.
std::array<uint256, ZC_NUM_JS_INPUTS> macs;
// JoinSplit proof
// This is a zk-SNARK which ensures that this JoinSplit is valid.
libzcash::ZCProof proof;
JSDescription(): vpub_old(0), vpub_new(0) { }
JSDescription(ZCJoinSplit& params,
const uint256& pubKeyHash,
const uint256& rt,
const std::array<libzcash::JSInput, ZC_NUM_JS_INPUTS>& inputs,
const std::array<libzcash::JSOutput, ZC_NUM_JS_OUTPUTS>& outputs,
CAmount vpub_old,
CAmount vpub_new,
bool computeProof = true, // Set to false in some tests
uint256 *esk = nullptr // payment disclosure
);
static JSDescription Randomized(
ZCJoinSplit& params,
const uint256& pubKeyHash,
const uint256& rt,
std::array<libzcash::JSInput, ZC_NUM_JS_INPUTS>& inputs,
std::array<libzcash::JSOutput, ZC_NUM_JS_OUTPUTS>& outputs,
std::array<size_t, ZC_NUM_JS_INPUTS>& inputMap,
std::array<size_t, ZC_NUM_JS_OUTPUTS>& outputMap,
CAmount vpub_old,
CAmount vpub_new,
bool computeProof = true, // Set to false in some tests
uint256 *esk = nullptr, // payment disclosure
std::function<int(int)> gen = GetRandInt
);
// Verifies that the JoinSplit proof is correct.
bool Verify(
ZCJoinSplit& params,
libzcash::ProofVerifier& verifier,
const uint256& pubKeyHash
) const;
// Returns the calculated h_sig
uint256 h_sig(ZCJoinSplit& params, const uint256& pubKeyHash) const;
ADD_SERIALIZE_METHODS;
template <typename Stream, typename Operation>
inline void SerializationOp(Stream& s, Operation ser_action) {
READWRITE(vpub_old);
READWRITE(vpub_new);
READWRITE(anchor);
READWRITE(nullifiers);
READWRITE(commitments);
READWRITE(ephemeralKey);
READWRITE(randomSeed);
READWRITE(macs);
READWRITE(proof);
READWRITE(ciphertexts);
}
friend bool operator==(const JSDescription& a, const JSDescription& b)
{
return (
a.vpub_old == b.vpub_old &&
a.vpub_new == b.vpub_new &&
a.anchor == b.anchor &&
a.nullifiers == b.nullifiers &&
a.commitments == b.commitments &&
a.ephemeralKey == b.ephemeralKey &&
a.ciphertexts == b.ciphertexts &&
a.randomSeed == b.randomSeed &&
a.macs == b.macs &&
a.proof == b.proof
);
}
friend bool operator!=(const JSDescription& a, const JSDescription& b)
{
return !(a == b);
}
};
#endif