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Merge pull request #47 from gijswijs/fix-asset-tree-root-length

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bip-tap: correct `asset_tree_root` usage
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Olaoluwa Osuntokun 2024-11-19 16:47:20 -08:00 • committed by GitHub
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@ -212,12 +212,13 @@ asset ID. A given Taproot Asset tree is composed of two nested MS-SMT instances:
The root hash of an asset tree, observing [[../master/bip-0341.mediawiki|BIP-341]] is
represented as a Tapscript tree that commits to a single unique leaf of:
* <code>tagged_hash("TapLeaf", leaf_version || taproot_asset_marker || taproot_asset_version || asset_tree_root)</code>
* <code>tagged_hash("TapLeaf", leaf_version || taproot_asset_marker || taproot_asset_version || asset_tree_root || sum_value)</code>
where:
* <code>taproot_asset_marker</code> is the <code>sha256</code> hash of the ascii string "taproot-assets".
* <code>taproot_asset_marker</code> is the <code>sha256</code> hash of the ascii string "taproot-assets:194243".
* <code>taproot_asset_version</code> is the version of the Taproot Assets system which defines how the remainder of the commitment value is to be interpreted.
* <code>asset_tree_root</code> is a 40 byte (32 byte for hash, 8 bytes for value) MS-SMT root.
* <code>asset_tree_root</code> is the 32-byte <code>sha256</code> root hash of the asset tree.
* <code>sum_value</code> is the 8-byte sum of the <code>amt</code> values of each of the asset leaves.
A <code>leaf_version</code> of ??? is selected. From the PoV of the Bitcoin
@ -438,7 +439,7 @@ tranches of the same asset) or collectibles.
* <code>asset_id</code> is the 32-byte asset ID specified above
* <code>left_hash</code> is the hash of the left sub-tree.
* <code>right_hash</code> is the hash of the right sub-tree.
* <code>amt_sum</code> is the sum of the <code>amt</code> values of each of the asset leaves (essentially asset UTXOs).
* <code>sum_value</code> is the sum of the <code>amt</code> values of each of the asset leaves (essentially asset UTXOs).
Committing to the total sum of the asset values in a given asset sub-tree for a
given asset allows asset holders to easily prove how much of a given asset they