@@ -754,7 +754,7 @@ where L::Target: Logger, GL::Target: Logger {
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pub ( crate ) fn get_route < L : Deref , S : Score > (
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our_node_pubkey : & PublicKey , payment_params : & PaymentParameters , network_graph : & ReadOnlyNetworkGraph ,
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first_hops : Option < & [ & ChannelDetails ] > , final_value_msat : u64 , final_cltv_expiry_delta : u32 ,
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- logger : L , scorer : & S , random_seed_bytes : & [ u8 ; 32 ]
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+ logger : L , scorer : & S , _random_seed_bytes : & [ u8 ; 32 ]
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) -> Result < Route , LightningError >
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where L :: Target : Logger {
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let payee_node_id = NodeId :: from_pubkey ( & payment_params. payee_pubkey ) ;
@@ -796,11 +796,11 @@ where L::Target: Logger {
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// 4. See if we managed to collect paths which aggregately are able to transfer target value
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// (not recommended value).
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// 5. If yes, proceed. If not, fail routing.
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- // 6. Randomly combine paths into routes having enough to fulfill the payment. (TODO: knapsack)
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- // 7. Of all the found paths, select only those with the lowest total fee .
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- // 8. The last path in every selected route is likely to be more than we need .
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- // Reduce its value-to-transfer and recompute fees.
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- // 9. Choose the best route by the lowest total fee .
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+ // 6. Select the paths which have the lowest cost (fee plus scorer penalty) per amount
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+ // transferred up to the transfer target value .
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+ // 7. Reduce the value of the last path until we are sending only the target value .
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+ // 8. If our maximum channel saturation limit caused us to pick two identical paths, combine
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+ // them so that we're not sending two HTLCs along the same path .
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// As for the actual search algorithm,
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// we do a payee-to-payer pseudo-Dijkstra's sorting by each node's distance from the payee
@@ -1655,96 +1655,55 @@ where L::Target: Logger {
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return Err ( LightningError { err : "Failed to find a sufficient route to the given destination" . to_owned ( ) , action : ErrorAction :: IgnoreError } ) ;
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}
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- // Sort by total fees and take the best paths.
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- payment_paths. sort_unstable_by_key ( |path| path. get_total_fee_paid_msat ( ) ) ;
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- if payment_paths. len ( ) > 50 {
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- payment_paths. truncate ( 50 ) ;
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- }
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+ // Step (6).
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+ let mut selected_route = payment_paths;
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- // Draw multiple sufficient routes by randomly combining the selected paths.
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- let mut drawn_routes = Vec :: new ( ) ;
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- let mut prng = ChaCha20 :: new ( random_seed_bytes, & [ 0u8 ; 12 ] ) ;
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- let mut random_index_bytes = [ 0u8 ; :: core:: mem:: size_of :: < usize > ( ) ] ;
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+ debug_assert_eq ! ( selected_route. iter( ) . map( |p| p. get_value_msat( ) ) . sum:: <u64 >( ) , already_collected_value_msat) ;
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+ let mut overpaid_value_msat = already_collected_value_msat - final_value_msat;
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- let num_permutations = payment_paths. len ( ) ;
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- for _ in 0 ..num_permutations {
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- let mut cur_route = Vec :: < PaymentPath > :: new ( ) ;
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- let mut aggregate_route_value_msat = 0 ;
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+ // First, sort by the cost-per-value of the path, dropping the paths that cost the most for
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+ // the value they contribute towards the payment amount.
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+ // We sort in descending order as we will remove from the front in `retain`, next.
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+ selected_route. sort_unstable_by ( |a, b|
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+ ( ( ( b. get_cost_msat ( ) as u128 ) << 64 ) / ( b. get_value_msat ( ) as u128 ) )
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+ . cmp ( & ( ( ( a. get_cost_msat ( ) as u128 ) << 64 ) / ( a. get_value_msat ( ) as u128 ) ) )
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+ ) ;
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- // Step (6).
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- // Do a Fisher-Yates shuffle to create a random permutation of the payment paths
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- for cur_index in ( 1 ..payment_paths. len ( ) ) . rev ( ) {
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- prng. process_in_place ( & mut random_index_bytes) ;
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- let random_index = usize:: from_be_bytes ( random_index_bytes) . wrapping_rem ( cur_index+1 ) ;
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- payment_paths. swap ( cur_index, random_index) ;
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+ // We should make sure that at least 1 path left.
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+ let mut paths_left = selected_route. len ( ) ;
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+ selected_route. retain ( |path| {
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+ if paths_left == 1 {
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+ return true
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+ }
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+ let path_value_msat = path. get_value_msat ( ) ;
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+ if path_value_msat <= overpaid_value_msat {
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+ overpaid_value_msat -= path_value_msat;
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+ paths_left -= 1 ;
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+ return false ;
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}
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+ true
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+ } ) ;
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+ debug_assert ! ( selected_route. len( ) > 0 ) ;
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+ if overpaid_value_msat != 0 {
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// Step (7).
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- for payment_path in & payment_paths {
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- cur_route. push ( payment_path. clone ( ) ) ;
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- aggregate_route_value_msat += payment_path. get_value_msat ( ) ;
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- if aggregate_route_value_msat > final_value_msat {
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- // Last path likely overpaid. Substract it from the most expensive
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- // (in terms of proportional fee) path in this route and recompute fees.
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- // This might be not the most economically efficient way, but fewer paths
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- // also makes routing more reliable.
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- let mut overpaid_value_msat = aggregate_route_value_msat - final_value_msat;
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-
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- // First, we drop some expensive low-value paths entirely if possible, since fewer
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- // paths is better: the payment is less likely to fail. In order to do so, we sort
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- // by value and fall back to total fees paid, i.e., in case of equal values we
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- // prefer lower cost paths.
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- cur_route. sort_unstable_by ( |a, b| {
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- a. get_value_msat ( ) . cmp ( & b. get_value_msat ( ) )
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- // Reverse ordering for cost, so we drop higher-cost paths first
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- . then_with ( || b. get_cost_msat ( ) . cmp ( & a. get_cost_msat ( ) ) )
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- } ) ;
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-
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- // We should make sure that at least 1 path left.
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- let mut paths_left = cur_route. len ( ) ;
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- cur_route. retain ( |path| {
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- if paths_left == 1 {
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- return true
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- }
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- let mut keep = true ;
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- let path_value_msat = path. get_value_msat ( ) ;
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- if path_value_msat <= overpaid_value_msat {
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- keep = false ;
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- overpaid_value_msat -= path_value_msat;
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- paths_left -= 1 ;
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- }
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- keep
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- } ) ;
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-
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- if overpaid_value_msat == 0 {
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- break ;
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- }
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+ // Now, subtract the remaining overpaid value from the most-expensive path.
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+ // TODO: this could also be optimized by also sorting by feerate_per_sat_routed,
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+ // so that the sender pays less fees overall. And also htlc_minimum_msat.
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+ selected_route. sort_unstable_by ( |a, b| {
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+ let a_f = a. hops . iter ( ) . map ( |hop| hop. 0 . candidate . fees ( ) . proportional_millionths as u64 ) . sum :: < u64 > ( ) ;
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+ let b_f = b. hops . iter ( ) . map ( |hop| hop. 0 . candidate . fees ( ) . proportional_millionths as u64 ) . sum :: < u64 > ( ) ;
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+ a_f. cmp ( & b_f) . then_with ( || b. get_cost_msat ( ) . cmp ( & a. get_cost_msat ( ) ) )
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+ } ) ;
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+ let expensive_payment_path = selected_route. first_mut ( ) . unwrap ( ) ;
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- assert ! ( cur_route. len( ) > 0 ) ;
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-
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- // Step (8).
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- // Now, subtract the overpaid value from the most-expensive path.
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- // TODO: this could also be optimized by also sorting by feerate_per_sat_routed,
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- // so that the sender pays less fees overall. And also htlc_minimum_msat.
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- cur_route. sort_unstable_by_key ( |path| { path. hops . iter ( ) . map ( |hop| hop. 0 . candidate . fees ( ) . proportional_millionths as u64 ) . sum :: < u64 > ( ) } ) ;
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- let expensive_payment_path = cur_route. first_mut ( ) . unwrap ( ) ;
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-
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- // We already dropped all the small value paths above, meaning all the
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- // remaining paths are larger than remaining overpaid_value_msat.
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- // Thus, this can't be negative.
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- let expensive_path_new_value_msat = expensive_payment_path. get_value_msat ( ) - overpaid_value_msat;
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- expensive_payment_path. update_value_and_recompute_fees ( expensive_path_new_value_msat) ;
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- break ;
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- }
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- }
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- drawn_routes. push ( cur_route) ;
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+ // We already dropped all the paths with value below `overpaid_value_msat` above, thus this
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+ // can't go negative.
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+ let expensive_path_new_value_msat = expensive_payment_path. get_value_msat ( ) - overpaid_value_msat;
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+ expensive_payment_path. update_value_and_recompute_fees ( expensive_path_new_value_msat) ;
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}
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- // Step (9).
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- // Select the best route by lowest total cost.
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- drawn_routes. sort_unstable_by_key ( |paths| paths. iter ( ) . map ( |path| path. get_cost_msat ( ) ) . sum :: < u64 > ( ) ) ;
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- let selected_route = drawn_routes. first_mut ( ) . unwrap ( ) ;
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-
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+ // Step (8).
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// Sort by the path itself and combine redundant paths.
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// Note that we sort by SCIDs alone as its simpler but when combining we have to ensure we
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// compare both SCIDs and NodeIds as individual nodes may use random aliases causing collisions
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