<?php

/**
 * A Directed Acyclic Graph - used for doing topological sorts on dependencies, such as the before/after conditions
 * in config yaml fragments
 *
 * @package framework
 * @subpackage manifest
 */
class SS_DAG implements IteratorAggregate {
	/**
	 * The nodes/vertices in the graph. Should be a numeric sequence of items (no string keys, no gaps).
	 * @var array|null
	 */
	protected $data;

	/**
	 * The edges in the graph, in $to_idx => [$from_idx1, $from_idx2, ...] format
	 * @var array
	 */
	protected $dag;

	public function __construct($data = null) {
		$data = $data ? array_values($data) : array();

		$this->data = $data;
		$this->dag = array_fill_keys(array_keys($data), array());
	}

	/**
	 * Add another node/vertex
	 * @param $item anything - The item to add to the graph
	 */
	public function additem($item) {
		$this->data[] = $item;
		$this->dag[] = array();
	}

	/**
	 * Add an edge from one vertex to another.
	 *
	 * When passing actual nodes (as opposed to indexes), uses array_search with strict = true to find
	 *
	 * @param $from integer|any The index in $data of the node/vertex, or the node/vertex itself, that the edge
	 *                          goes from
	 * @param $to integer|any - The index in $data of the node/vertex, or the node/vertex itself, that the edge goes to
	 */
	public function addedge($from, $to) {
		$i = is_numeric($from) ? $from : array_search($from, $this->data, true);
		$j = is_numeric($to) ? $to : array_search($to, $this->data, true);

		if ($i === false) throw new Exception("Couldnt find 'from' item in data when adding edge to DAG");
		if ($j === false) throw new Exception("Couldnt find 'to' item in data when adding edge to DAG");

		if (!isset($this->dag[$j])) $this->dag[$j] = array();
		$this->dag[$j][] = $i;
	}

	/**
	 * Sort graph so that each node (a) comes before any nodes (b) where an edge exists from a to b
	 * @return array - The nodes
	 * @throws Exception - If the graph is cyclic (and so can't be sorted)
	 */
	public function sort() {
		$data = $this->data; $dag = $this->dag; $sorted = array();

		while (true) {
			$withedges = array_filter($dag, 'count');
			$starts = array_diff_key($dag, $withedges);

			if (!count($starts)) break;

			foreach ($starts as $i => $foo) $sorted[] = $data[$i];

			foreach ($withedges as $j => $deps) {
				$withedges[$j] = array_diff($withedges[$j], array_keys($starts));
			}

			$dag = $withedges;
		}

		if ($dag) {
			$remainder = new SS_DAG($data); $remainder->dag = $dag;
			throw new SS_DAG_CyclicException("DAG has cyclic requirements", $remainder);
		}
		return $sorted;
	}

	public function getIterator() {
		return new SS_DAG_Iterator($this->data, $this->dag);
	}
}

/**
 * Exception thrown when the {@link SS_DAG} class is unable to resolve sorting the DAG due to cyclic dependencies.
 *
 * @package framework
 * @subpackage manifest
 */
class SS_DAG_CyclicException extends Exception {

	public $dag;

	/**
	 * @param string $message The Exception message
	 * @param SS_DAG $dag The remainder of the Directed Acyclic Graph (DAG) after the last successful sort
	 */
	public function __construct($message, $dag) {
		$this->dag = $dag;
		parent::__construct($message);
	}

}

/**
 * @package framework
 * @subpackage manifest
 */
class SS_DAG_Iterator implements Iterator {

	protected $data;
	protected $dag;

	protected $dagkeys;
	protected $i;

	public function __construct($data, $dag) {
		$this->data = $data;
		$this->dag = $dag;
		$this->rewind();
	}

	public function key() {
		return $this->i;
	}

	public function current() {
		$res = array();

		$res['from'] = $this->data[$this->i];

		$res['to'] = array();
		foreach ($this->dag[$this->i] as $to) $res['to'][] = $this->data[$to];

		return $res;
	}

	public function next() {
		$this->i = array_shift($this->dagkeys);
	}

	public function rewind() {
		$this->dagkeys = array_keys($this->dag);
		$this->next();
	}

	public function valid() {
		return $this->i !== null;
	}
}