Mercurial > hg > isophonics-drupal-site
diff vendor/sebastian/diff/src/MemoryEfficientLongestCommonSubsequenceCalculator.php @ 14:1fec387a4317
Update Drupal core to 8.5.2 via Composer
author | Chris Cannam |
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date | Mon, 23 Apr 2018 09:46:53 +0100 |
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--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/vendor/sebastian/diff/src/MemoryEfficientLongestCommonSubsequenceCalculator.php Mon Apr 23 09:46:53 2018 +0100 @@ -0,0 +1,81 @@ +<?php declare(strict_types=1); +/* + * This file is part of sebastian/diff. + * + * (c) Sebastian Bergmann <sebastian@phpunit.de> + * + * For the full copyright and license information, please view the LICENSE + * file that was distributed with this source code. + */ + +namespace SebastianBergmann\Diff; + +final class MemoryEfficientLongestCommonSubsequenceCalculator implements LongestCommonSubsequenceCalculator +{ + /** + * {@inheritdoc} + */ + public function calculate(array $from, array $to): array + { + $cFrom = \count($from); + $cTo = \count($to); + + if ($cFrom === 0) { + return []; + } + + if ($cFrom === 1) { + if (\in_array($from[0], $to, true)) { + return [$from[0]]; + } + + return []; + } + + $i = (int) ($cFrom / 2); + $fromStart = \array_slice($from, 0, $i); + $fromEnd = \array_slice($from, $i); + $llB = $this->length($fromStart, $to); + $llE = $this->length(\array_reverse($fromEnd), \array_reverse($to)); + $jMax = 0; + $max = 0; + + for ($j = 0; $j <= $cTo; $j++) { + $m = $llB[$j] + $llE[$cTo - $j]; + + if ($m >= $max) { + $max = $m; + $jMax = $j; + } + } + + $toStart = \array_slice($to, 0, $jMax); + $toEnd = \array_slice($to, $jMax); + + return \array_merge( + $this->calculate($fromStart, $toStart), + $this->calculate($fromEnd, $toEnd) + ); + } + + private function length(array $from, array $to): array + { + $current = \array_fill(0, \count($to) + 1, 0); + $cFrom = \count($from); + $cTo = \count($to); + + for ($i = 0; $i < $cFrom; $i++) { + $prev = $current; + + for ($j = 0; $j < $cTo; $j++) { + if ($from[$i] === $to[$j]) { + $current[$j + 1] = $prev[$j] + 1; + } else { + $current[$j + 1] = \max($current[$j], $prev[$j + 1]); + } + } + } + + return $current; + } +}