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//===--- DiffingMyers.swift -----------------------------------------------===//
//
// This source file is part of the Swift.org open source project
//
// Copyright (c) 2014 - 2019 Apple Inc. and the Swift project authors
// Licensed under Apache License v2.0 with Runtime Library Exception
//
// See https://swift.org/LICENSE.txt for license information
// See https://swift.org/CONTRIBUTORS.txt for the list of Swift project authors
//
//===----------------------------------------------------------------------===//
import TestsUtils
// The DiffingMyers test benchmarks Swift's performance running the algorithm
// described in Myers (1986). The Diffing benchmark tracks the performance
// of `Collection.difference(from:to:)`.
public let benchmarks =
BenchmarkInfo(
name: "Diffing.Myers.Similar",
runFunction: run_Myers,
tags: [.algorithm],
setUpFunction: { blackHole((loremIpsum, unabridgedLorem)) })
let loremIpsum = Array("Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua.")
let unabridgedLorem = Array("Lorem ipsum, quia dolor sit amet consectetur adipisci[ng] velit, sed quia non-numquam [do] eius modi tempora inci[di]dunt, ut labore et dolore magnam aliqua.")
@inline(never)
public func run_Myers(n: Int) {
if #available(macOS 10.15, iOS 13, tvOS 13, watchOS 6, *) {
for _ in 1...n {
blackHole(myers(from: unabridgedLorem, to: loremIpsum, using: ==))
}
}
}
// _V is a rudimentary type made to represent the rows of the triangular matrix type used by the Myer's algorithm
//
// This type is basically an array that only supports indexes in the set `stride(from: -d, through: d, by: 2)` where `d` is the depth of this row in the matrix
// `d` is always known at allocation-time, and is used to preallocate the structure.
fileprivate struct _V {
private var a: [Int]
// The way negative indexes are implemented is by interleaving them in the empty slots between the valid positive indexes
@inline(__always) private static func transform(_ index: Int) -> Int {
// -3, -1, 1, 3 -> 3, 1, 0, 2 -> 0...3
// -2, 0, 2 -> 2, 0, 1 -> 0...2
return (index <= 0 ? -index : index &- 1)
}
init(maxIndex largest: Int) {
a = [Int](repeating: 0, count: largest + 1)
}
subscript(index: Int) -> Int {
get {
return a[_V.transform(index)]
}
set(newValue) {
a[_V.transform(index)] = newValue
}
}
}
@available(macOS 10.15, iOS 13, tvOS 13, watchOS 6, *)
fileprivate func myers<C,D>(
from old: C, to new: D,
using cmp: (C.Element, D.Element) -> Bool
) -> CollectionDifference<C.Element>
where
C : BidirectionalCollection,
D : BidirectionalCollection,
C.Element == D.Element
{
// Core implementation of the algorithm described at http://www.xmailserver.org/diff2.pdf
// Variable names match those used in the paper as closely as possible
func _descent(from a: UnsafeBufferPointer<C.Element>, to b: UnsafeBufferPointer<D.Element>) -> [_V] {
let n = a.count
let m = b.count
let max = n + m
var result = [_V]()
var v = _V(maxIndex: 1)
v[1] = 0
var x = 0
var y = 0
iterator: for d in 0...max {
let prev_v = v
result.append(v)
v = _V(maxIndex: d)
// The code in this loop is _very_ hot—the loop bounds increases in terms
// of the iterator of the outer loop!
for k in stride(from: -d, through: d, by: 2) {
if k == -d {
x = prev_v[k &+ 1]
} else {
let km = prev_v[k &- 1]
if k != d {
let kp = prev_v[k &+ 1]
if km < kp {
x = kp
} else {
x = km &+ 1
}
} else {
x = km &+ 1
}
}
y = x &- k
while x < n && y < m {
if !cmp(a[x], b[y]) {
break;
}
x &+= 1
y &+= 1
}
v[k] = x
if x >= n && y >= m {
break iterator
}
}
if x >= n && y >= m {
break
}
}
return result
}
// Backtrack through the trace generated by the Myers descent to produce the changes that make up the diff
func _formChanges(
from a: UnsafeBufferPointer<C.Element>,
to b: UnsafeBufferPointer<C.Element>,
using trace: [_V]
) -> [CollectionDifference<C.Element>.Change] {
var changes = [CollectionDifference<C.Element>.Change]()
var x = a.count
var y = b.count
for d in stride(from: trace.count &- 1, to: 0, by: -1) {
let v = trace[d]
let k = x &- y
let prev_k = (k == -d || (k != d && v[k &- 1] < v[k &+ 1])) ? k &+ 1 : k &- 1
let prev_x = v[prev_k]
let prev_y = prev_x &- prev_k
while x > prev_x && y > prev_y {
// No change at this position.
x &-= 1
y &-= 1
}
assert((x == prev_x && y > prev_y) || (y == prev_y && x > prev_x))
if y != prev_y {
changes.append(.insert(offset: prev_y, element: b[prev_y], associatedWith: nil))
} else {
changes.append(.remove(offset: prev_x, element: a[prev_x], associatedWith: nil))
}
x = prev_x
y = prev_y
}
return changes
}
/* Splatting the collections into contiguous storage has two advantages:
*
* 1) Subscript access is much faster
* 2) Subscript index becomes Int, matching the iterator types in the algorithm
*
* Combined, these effects dramatically improves performance when
* collections differ significantly, without unduly degrading runtime when
* the parameters are very similar.
*
* In terms of memory use, the linear cost of creating a ContiguousArray (when
* necessary) is significantly less than the worst-case n² memory use of the
* descent algorithm.
*/
func _withContiguousStorage<C : Collection, R>(
for values: C,
_ body: (UnsafeBufferPointer<C.Element>) throws -> R
) rethrows -> R {
if let result = try values.withContiguousStorageIfAvailable(body) { return result }
let array = ContiguousArray(values)
return try array.withUnsafeBufferPointer(body)
}
return _withContiguousStorage(for: old) { a in
return _withContiguousStorage(for: new) { b in
return CollectionDifference(_formChanges(from: a, to: b, using:_descent(from: a, to: b)))!
}
}
}
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