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https://github.com/logos-storage/proof-aggregation.git
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improve and add documentation
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@ -1,10 +1,10 @@
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// Plonky2 Circuit implementation of "safe" merkle tree
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// Plonky2 Circuit implementation of the Codex-specific "safe" merkle tree
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// consistent with the one in codex:
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// https://github.com/codex-storage/codex-storage-proofs-circuits/blob/master/circuit/codex/merkle.circom
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use plonky2::{
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field::extension::Extendable,
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hash::hash_types::{HashOutTarget, RichField, NUM_HASH_OUT_ELTS},
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hash::hash_types::{HashOutTarget, RichField},
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iop::target::BoolTarget,
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plonk::{
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circuit_builder::CircuitBuilder,
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@ -16,7 +16,7 @@ use serde::{Deserialize, Serialize};
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use plonky2_poseidon2::poseidon2_hash::poseidon2::Poseidon2;
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use crate::circuits::keyed_compress::key_compress_circuit;
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use crate::circuits::serialization::SerializableHashOutTarget;
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use crate::circuits::utils::{add_assign_hash_out_target, mul_hash_out_target};
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use crate::circuits::utils::{add_assign_hash_out_target, mul_hash_out_target, select_hash};
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use crate::Result;
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use crate::error::CircuitError;
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@ -27,6 +27,11 @@ pub const KEY_ODD: u64 = 0x2;
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pub const KEY_ODD_AND_BOTTOM_LAYER: u64 = 0x3;
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/// Merkle tree targets representing the input to the circuit
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/// * `leaf`: the leaf hash
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/// * `path_bits`: the linear index of the leaf, in binary decomposition (least significant bit first)
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/// * `last_bits`: the index of the last leaf (= nLeaves-1), in binary decomposition
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/// * `mask_bits`: the bits of the mask `2^ceilingLog2(size) - 1`
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/// * `merkle_path`: the Merkle inclusion proof (required hashes, starting from the leaf and ending near the root)
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#[derive(Clone)]
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pub struct MerkleTreeTargets{
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pub leaf: HashOutTarget,
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@ -42,8 +47,7 @@ pub struct MerkleProofTarget {
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pub path: Vec<SerializableHashOutTarget>,
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}
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/// Merkle tree circuit contains the functions for
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/// building, proving and verifying the circuit.
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/// contains the functions for reconstructing the Merkle root and returns it.
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#[derive(Clone)]
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pub struct MerkleTreeCircuit<
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F: RichField + Extendable<D> + Poseidon2,
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@ -89,7 +93,7 @@ impl<
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let one = builder.one();
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let two = builder.two();
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// --- Basic checks on input sizes.
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// --- Basic checks on input sizes -------
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let path_len = targets.path_bits.len();
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let proof_len = targets.merkle_path.path.len();
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let mask_len = targets.mask_bits.len();
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@ -111,16 +115,31 @@ impl<
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return Err(CircuitError::PathBitsMaxDepthMismatch(path_len, max_depth));
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}
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// compute is_last
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let mut is_last = vec![BoolTarget::new_unsafe(zero); max_depth + 1];
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is_last[max_depth] = BoolTarget::new_unsafe(one); // set isLast[max_depth] to 1 (true)
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// in case of a singleton tree, we receive maskBits = [0,0,0,...,0]
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// but what we really need is [1,0,0,0,...,0]
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// because we always expect [1,1,...,1,0,0,...,0],
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// we can just set the first entry to 1 and that should fix this issue.
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let mut mask_bit_corrected: Vec<BoolTarget> = targets.mask_bits.clone();
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mask_bit_corrected[0] = builder.constant_bool(true);
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// ------ Compute is_last --------
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// Determine whether nodes from the path are last in their row and are odd,
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// by computing which binary prefixes of the index are the same as the
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// corresponding prefix of the last index.
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// This is done in reverse bit order, because pathBits and lastBits have the
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// least significant bit first.
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let mut is_last: Vec<BoolTarget> = vec![builder.constant_bool(false); max_depth + 1];
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is_last[max_depth] = builder.constant_bool(true);
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for i in (0..max_depth).rev() {
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let eq_out = builder.is_equal(targets.path_bits[i].target , targets.last_bits[i].target);
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is_last[i] = builder.and( is_last[i + 1] , eq_out);
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}
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let mut i: usize = 0;
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for (&bit, &sibling) in targets.path_bits.iter().zip(&targets.merkle_path.path) {
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// ------ Compute the sequence of hashes --------
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for i in 0..path_len {
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let bit = targets.path_bits[i];
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let sibling = targets.merkle_path.path[i];
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// logic: we add KEY_BOTTOM_LAYER if i == 0, otherwise KEY_NONE.
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let bottom_key_val = if i == 0 {
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@ -138,28 +157,23 @@ impl<
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let key = builder.add(bottom,odd);
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// select left and right based on path_bit
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let mut left = vec![];
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let mut right = vec![];
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for j in 0..NUM_HASH_OUT_ELTS {
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left.push( builder.select(bit, sibling.0.elements[j], state[i].elements[j]));
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right.push( builder.select(bit, state[i].elements[j], sibling.0.elements[j]));
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}
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let left = select_hash(builder, bit, sibling.0, state[i]);
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let right = select_hash(builder, bit,state[i], sibling.0);
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// Compress them with a keyed-hash function
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let combined_hash = key_compress_circuit::<F, D, H>
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(builder,
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HashOutTarget::from_vec(left),
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HashOutTarget::from_vec(right),
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left,
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right,
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key);
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state.push(combined_hash);
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i += 1;
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}
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// select the right layer using the mask bits
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let mut reconstructed_root = HashOutTarget::from_vec([builder.zero();4].to_vec());
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let mut reconstructed_root = HashOutTarget::from_vec([zero;4].to_vec());
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for k in 0..max_depth {
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let diff = builder.sub(targets.mask_bits[k].target, targets.mask_bits[k+1].target);
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let diff = builder.sub(mask_bit_corrected[k].target, mask_bit_corrected[k+1].target);
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let mul_result = mul_hash_out_target(builder,&diff,&mut state[k+1]);
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add_assign_hash_out_target(builder,&mut reconstructed_root, &mul_result);
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}
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@ -168,3 +182,4 @@ impl<
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}
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}
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