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Updates multisig specs checks
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grarco committed Nov 23, 2022
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# k-of-n multisignature

The k-of-n multisignature validity predicate authorises transactions on the basis of k out of n parties approving them. This document targets the encrypted wasm transactions: at the moment there's no support for multisignature on wrapper or protocol transactions.
The k-of-n multisignature validity predicate authorizes transactions on the basis of k out of n parties approving them. This document targets the encrypted wasm transactions: at the moment there's no support for multisignature on wrapper or protocol transactions.

## Protocol

Expand All @@ -21,7 +21,7 @@ pub struct SignedTxData {
}
```

The `MultiSig` variant holds a vector of tuples where the first element is an 8-bit integer and a the second one is a signature. The integer serves as an index to match a specific signature to one of the public keys in the list of accepted ones. This way, we can improve the verification algorithm and check each signature only against the public key at the provided index (linear in time complexity), without the need to cycle on all of them which would be $\mathcal{O}(n^2)$.
The `MultiSig` variant holds a vector of tuples where the first element is an 8-bit integer and the second one is a signature. The integer serves as an index to match a specific signature to one of the public keys in the list of accepted ones. This way, we can improve the verification algorithm and check each signature only against the public key at the provided index (linear in time complexity), without the need to cycle on all of them which would be $\mathcal{O}(n^2)$.

## VPs

Expand All @@ -39,17 +39,17 @@ This data defines the requirements of a valid transaction operating on the multi
/\$Address/multisig/pubkeys/: LazyVec<PublicKey>
```

The `LazyVec` struct will split all of its element on different subkeys in storage so that we won't need to load the entire vector of public keys in memory for validation but just the ones pointed by the indexes in the `SignedTxData` struct.
The `LazyVec` struct will split all of its elements on different subkeys in storage so that we won't need to load the entire vector of public keys in memory for validation but just the ones pointed by the indexes in the `SignedTxData` struct.

To verify the correctness of the signatures, these VPs will proceed with a three-steps verification process:
To verify the correctness of the signatures, these VPs will proceed with a three-step verification process:

1. Check that the type of the signature is `MultiSig`
2. Check to have enough **unique** signatures for the given threshold
3. Check to have enough **valid** signatures for the given threshold

Steps 1 and 2 allow to short-circuit the validation process and avoid unnecessary processing and storage access. Each signature will be validated **only** against the public key found in list at the specified index. Step 3 will halt as soon as it retrieves enough valid signatures to match the threshold, meaning that the remaining signatures will not be verified.
Steps 1 and 2 allow us to short-circuit the validation process and avoid unnecessary processing and storage access. Each signature will be validated **only** against the public key found in the list at the specified index. Step 3 will halt as soon as it retrieves enough valid signatures to match the threshold, meaning that the remaining signatures will not be verified.

In the transaction initiating the established address, the submitter will be able to provide a custom VP if the provided one doesn't fully satisfy the desired requirements.
In the transaction initiating the established address, the submitter will be able to provide a custom VP if the provided one doesn't impose the desired constraints.

## Addresses

Expand All @@ -72,15 +72,33 @@ Finally, the tx performs the following writes to storage:
- The threshold
- The list of public keys of the signers

No checks will be run on these parameters, meaning that the creator could provide wrong data: to perform validation on this data we would need an internal VP managing the creation of every multisig account. This VP, though, is not required since in case of an error the creator can simply submit a new transaction to generate the correct account. On the other side, the participants of a multisig account can refuse to sign transactions if they don't agree on the parameters defining the account itself.

`Internal` addresses may want a multi-signature scheme on top of their validation process as well. Among the internal ones, `PGF` will require multisignature for its council (see the [relative](../economics/public-goods-funding.md) spec). The storage data necessary for the correct working of the multisig for an internal address are written in the genesis file: these keys can be later modified through governance.

`Implicit` addresses are not generated by a transaction and therefore are not suitable for a multisignature scheme since there would be no way to properly construct them. More specifically, an implicit address doesn't allow for:
`Implicit` addresses are not generated by a transaction and, therefore, are not suitable for a multisignature scheme since there would be no way to properly construct them. More specifically, an implicit address doesn't allow for:

- A custom, modifiable VP
- An initial transaction to be used as an initializer for the relevant data

## Multisig account init validation

Since the VP of an established account does not get triggered at account creation, no checks will be run on the multisig parameters, meaning that the creator could provide wrong data.

To perform validation at account creation time we could:

1. Write in storage the addresses together with the public keys to trigger their VPs
2. Manually trigger the multisig VP even at creation time
3. Create an internal VP managing the creation of every multisig account

All of these solutions would require the init transaction to become a multisigned one.

Solution 1 actually exhibits a problem: in case the members of the account would like to exclude one of them from the account, the target account could refuse to sign the multisig transaction carrying this modification. At validation time, his private VP will be triggered and, since there's no signature matching his own public key in the transaction, it would reject it effectively preventing the multisig account to operate on itself even with enough signatures to match the threshold. This goes against the principle that a multisig account should be self-sufficient and controlled by its own VP and not those of its members.

Solution 2 would perform just a partial check since the logic of the VP will revolve around the threshold.

Finally, solution 3 would require an internal VP dedicated to the management of multisig addresses' parameters both at creation and modification time. This could implement a logic based on the threshold or a logic requiring a signature by all the members to initialize/modify a multisig account's parameters. The former effectively collapses to the VP of the account itself (making the internal VP redundant), while the latter has the same problem as solution 1.

In the end, we don't implement any of these checks and will leave the responsibility to the signer of the transaction creating the address: in case of an error he can simply submit a new transaction to generate the correct account. On the other side, the participants of a multisig account can refuse to sign transactions if they don't agree on the parameters defining the account itself.

## Transaction construction

To craft a multisigned transaction, the involved parties will need to coordinate. More specifically, the transaction will be constructed by one entity which will then distribute it to the signers and collect their signatures: note that the constructing party doesn't necessarily need to be one of the signers. Finally, these signatures will be inserted in the `SignedTxData` struct so that it can be encrypted, wrapped and submitted to the network.
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