Near-complete version of the tree algorithm in the transaction-chaining scheduler

This commit is contained in:
Luke Parker 2024-09-03 19:33:38 -04:00
parent 0601d47789
commit 8ff019265f
3 changed files with 138 additions and 46 deletions

View file

@ -277,6 +277,7 @@ pub trait Scheduler<S: ScannerFeed>: 'static + Send {
fn update(
&mut self,
txn: &mut impl DbTxn,
block: &BlockFor<S>,
active_keys: &[(KeyFor<S>, LifetimeStage)],
update: SchedulerUpdate<S>,
) -> HashMap<Vec<u8>, Vec<EventualityFor<S>>>;
@ -316,6 +317,7 @@ pub trait Scheduler<S: ScannerFeed>: 'static + Send {
fn fulfill(
&mut self,
txn: &mut impl DbTxn,
block: &BlockFor<S>,
active_keys: &[(KeyFor<S>, LifetimeStage)],
payments: Vec<Payment<AddressFor<S>>>,
) -> HashMap<Vec<u8>, Vec<EventualityFor<S>>>;

View file

@ -35,6 +35,11 @@ pub trait TransactionPlanner<S: ScannerFeed, A>: 'static + Send + Sync {
/// The type representing a signable transaction.
type SignableTransaction: SignableTransaction;
/// The maximum amount of inputs allowed in a transaction.
const MAX_INPUTS: usize;
/// The maximum amount of outputs allowed in a transaction, including the change output.
const MAX_OUTPUTS: usize;
/// Obtain the fee rate to pay.
///
/// This must be constant to the finalized block referenced by this block number and the coin.

View file

@ -37,6 +37,7 @@ impl<S: ScannerFeed, P: TransactionPlanner<S, EffectedReceivedOutputs<S>>> Sched
&mut self,
txn: &mut impl DbTxn,
active_keys: &[(KeyFor<S>, LifetimeStage)],
fee_rates: &HashMap<Coin, P::FeeRate>,
key: KeyFor<S>,
) -> Vec<EventualityFor<S>> {
let mut eventualities = vec![];
@ -64,11 +65,11 @@ impl<S: ScannerFeed, P: TransactionPlanner<S, EffectedReceivedOutputs<S>>> Sched
// If we have more than the maximum amount of inputs, aggregate until we don't
{
while outputs.len() > MAX_INPUTS {
while outputs.len() > P::MAX_INPUTS {
let Some(planned) = P::plan_transaction_with_fee_amortization(
&mut operating_costs,
fee_rates[coin],
outputs.drain(.. MAX_INPUTS).collect::<Vec<_>>(),
outputs.drain(.. P::MAX_INPUTS).collect::<Vec<_>>(),
vec![],
Some(key_for_change),
) else {
@ -156,13 +157,14 @@ impl<S: ScannerFeed, P: TransactionPlanner<S, EffectedReceivedOutputs<S>>> Sched
}
// Create a tree to fulfill all of the payments
#[derive(Clone)]
struct TreeTransaction<S: ScannerFeed> {
payments: Vec<Payment<AddressFor<S>>>,
children: Vec<TreeTransaction<S>>,
value: u64,
}
let mut tree_transactions = vec![];
for payments in payments.chunks(MAX_OUTPUTS) {
for payments in payments.chunks(P::MAX_OUTPUTS) {
let value = payments.iter().map(|payment| payment.balance().amount.0).sum::<u64>();
tree_transactions.push(TreeTransaction::<S> {
payments: payments.to_vec(),
@ -172,9 +174,21 @@ impl<S: ScannerFeed, P: TransactionPlanner<S, EffectedReceivedOutputs<S>>> Sched
}
// While we haven't calculated a tree root, or the tree root doesn't support a change output,
// keep working
while (tree_transactions.len() != 1) || (tree_transactions[0].payments.len() == MAX_OUTPUTS) {
while (tree_transactions.len() != 1) ||
(tree_transactions[0].payments.len() == P::MAX_OUTPUTS)
{
let mut next_tree_transactions = vec![];
for children in tree_transactions.chunks(MAX_OUTPUTS) {
for children in tree_transactions.chunks(P::MAX_OUTPUTS) {
// If this is the last chunk, and it doesn't need to accumulated, continue
if (children.len() < P::MAX_OUTPUTS) &&
((next_tree_transactions.len() + children.len()) < P::MAX_OUTPUTS)
{
for child in children {
next_tree_transactions.push(child.clone());
}
continue;
}
let payments = children
.iter()
.map(|child| {
@ -194,15 +208,111 @@ impl<S: ScannerFeed, P: TransactionPlanner<S, EffectedReceivedOutputs<S>>> Sched
}
tree_transactions = next_tree_transactions;
}
// This is recursive, yet only recurses with logarithmic depth
fn execute_tree_transaction<
S: ScannerFeed,
P: TransactionPlanner<S, EffectedReceivedOutputs<S>>,
>(
txn: &mut impl DbTxn,
fee_rate: P::FeeRate,
eventualities: &mut Vec<EventualityFor<S>>,
key: KeyFor<S>,
mut branch_outputs: Vec<OutputFor<S>>,
mut children: Vec<TreeTransaction<S>>,
) {
assert_eq!(branch_outputs.len(), children.len());
// Sort the branch outputs by their value
branch_outputs.sort_by(|a, b| a.balance().amount.0.cmp(&b.balance().amount.0));
// Find the child for each branch output
// This is only done within a transaction, not across the layer, so we don't have branches
// created in transactions with less outputs (and therefore less fees) jump places with
// other branches
children.sort_by(|a, b| a.value.cmp(&b.value));
for (branch_output, mut child) in branch_outputs.into_iter().zip(children) {
assert_eq!(branch_output.kind(), OutputType::Branch);
Db::<S>::set_already_accumulated_output(txn, branch_output.id());
// We need to compensate for the value of this output being less than the value of the
// payments
{
let fee_to_amortize = child.value - branch_output.balance().amount.0;
let mut amortized = 0;
'outer: while (!child.payments.is_empty()) && (amortized < fee_to_amortize) {
let adjusted_fee = fee_to_amortize - amortized;
let payments_len = u64::try_from(child.payments.len()).unwrap();
let per_payment_fee_check = adjusted_fee.div_ceil(payments_len);
let mut i = 0;
while i < child.payments.len() {
let amount = child.payments[i].balance().amount.0;
if amount <= per_payment_fee_check {
child.payments.swap_remove(i);
child.children.swap_remove(i);
amortized += amount;
continue 'outer;
}
i += 1;
}
// Since all payments can pay the fee, deduct accordingly
for (i, payment) in child.payments.iter_mut().enumerate() {
let Balance { coin, amount } = payment.balance();
let mut amount = amount.0;
amount -= adjusted_fee / payments_len;
if i < usize::try_from(adjusted_fee % payments_len).unwrap() {
amount -= 1;
}
*payment = Payment::new(
payment.address().clone(),
Balance { coin, amount: Amount(amount) },
None,
);
}
}
if child.payments.is_empty() {
continue;
}
}
let Some(planned) = P::plan_transaction_with_fee_amortization(
// Uses 0 as there's no operating costs to incur/amortize here
&mut 0,
fee_rate,
vec![branch_output],
child.payments,
None,
) else {
// This Branch isn't viable, so drop it (and its children)
continue;
};
TransactionsToSign::<P::SignableTransaction>::send(txn, &key, &planned.signable);
eventualities.push(planned.eventuality);
if !child.children.is_empty() {
execute_tree_transaction::<S, P>(
txn,
fee_rate,
eventualities,
key,
planned.auxilliary.0,
child.children,
);
}
}
}
assert_eq!(tree_transactions.len(), 1);
assert!((tree_transactions.payments.len() + 1) <= MAX_OUTPUTS);
assert!((tree_transactions[0].payments.len() + 1) <= P::MAX_OUTPUTS);
// Create the transaction for the root of the tree
let Some(planned) = P::plan_transaction_with_fee_amortization(
&mut operating_costs,
fee_rates[coin],
outputs,
tree_transactions.payments,
tree_transactions[0].payments,
Some(key_for_change),
) else {
Db::<S>::set_operating_costs(txn, *coin, Amount(operating_costs));
@ -226,42 +336,15 @@ impl<S: ScannerFeed, P: TransactionPlanner<S, EffectedReceivedOutputs<S>>> Sched
let mut branch_outputs = planned.auxilliary.0;
branch_outputs.retain(|output| output.kind() == OutputType::Branch);
// This is recursive, yet only recurses with logarithmic depth
let execute_tree_transaction = |branch_outputs, children| {
assert_eq!(branch_outputs.len(), children.len());
// Sort the branch outputs by their value
branch_outputs.sort_by(|a, b| a.balance().amount.0.cmp(&b.balance().amount.0));
// Find the child for each branch output
// This is only done within a transaction, not across the layer, so we don't have branches
// created in transactions with less outputs (and therefore less fees) jump places with
// other branches
children.sort_by(|a, b| a.value.cmp(&b.value));
for (branch_output, child) in branch_outputs.into_iter().zip(children) {
assert_eq!(branch_output.kind(), OutputType::Branch);
Db::<S>::set_already_accumulated_output(txn, branch_output.id());
let Some(planned) = P::plan_transaction_with_fee_amortization(
// Uses 0 as there's no operating costs to incur/amortize here
&mut 0,
fee_rates[coin],
vec![branch_output],
child.payments,
None,
) else {
// This Branch isn't viable, so drop it (and its children)
continue;
};
TransactionsToSign::<P::SignableTransaction>::send(txn, &key, &planned.signable);
eventualities.push(planned.eventuality);
if !child.children.is_empty() {
execute_tree_transaction(planned.auxilliary.0, child.children);
}
}
};
if !tree_transaction.children.is_empty() {
execute_tree_transaction(branch_outputs, tree_transaction.children);
if !tree_transactions[0].children.is_empty() {
execute_tree_transaction::<S, P>(
txn,
fee_rates[coin],
&mut eventualities,
key,
branch_outputs,
tree_transactions[0].children,
);
}
}
@ -306,6 +389,7 @@ impl<S: ScannerFeed, P: TransactionPlanner<S, EffectedReceivedOutputs<S>>> Sched
fn update(
&mut self,
txn: &mut impl DbTxn,
block: &BlockFor<S>,
active_keys: &[(KeyFor<S>, LifetimeStage)],
update: SchedulerUpdate<S>,
) -> HashMap<Vec<u8>, Vec<EventualityFor<S>>> {
@ -336,14 +420,14 @@ impl<S: ScannerFeed, P: TransactionPlanner<S, EffectedReceivedOutputs<S>>> Sched
}
}
let mut fee_rates: HashMap<Coin, _> = todo!("TODO");
let fee_rates = block.fee_rates();
// Fulfill the payments we prior couldn't
let mut eventualities = HashMap::new();
for (key, _stage) in active_keys {
eventualities.insert(
key.to_bytes().as_ref().to_vec(),
self.handle_queued_payments(txn, active_keys, *key),
self.handle_queued_payments(txn, active_keys, fee_rates, *key),
);
}
@ -406,6 +490,7 @@ impl<S: ScannerFeed, P: TransactionPlanner<S, EffectedReceivedOutputs<S>>> Sched
fn fulfill(
&mut self,
txn: &mut impl DbTxn,
block: &BlockFor<S>,
active_keys: &[(KeyFor<S>, LifetimeStage)],
mut payments: Vec<Payment<AddressFor<S>>>,
) -> HashMap<Vec<u8>, Vec<EventualityFor<S>>> {
@ -429,7 +514,7 @@ impl<S: ScannerFeed, P: TransactionPlanner<S, EffectedReceivedOutputs<S>>> Sched
// Handle the queued payments
HashMap::from([(
fulfillment_key.to_bytes().as_ref().to_vec(),
self.handle_queued_payments(txn, active_keys, fulfillment_key),
self.handle_queued_payments(txn, active_keys, block.fee_rates(), fulfillment_key),
)])
}
}