Created
October 1, 2011 13:24
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# -*- coding: utf-8 -*- | |
# 辺 | |
$edge = [[0,1,2], [0,2,5], [1,2,4], [1,3,6], | |
[1,4,10], [2,3,2], [3,5,1], [4,5,3], | |
[4,6,5], [5,6,9], [1,0,2], [2,0,5], | |
[2,1,4], [3,1,6], [4,1,10], [3,2,2], | |
[5,3,1], [5,4,3], [6,4,5], [6,5,9]] | |
# ダイクストラ法 | |
def dijkstra(edge, num_v, start=0) | |
# 無限大を定義 | |
inf = Float::INFINITY | |
# 重みを与える | |
cost = [*0..num_v].map { [*0..num_v].map { inf }} | |
# 各辺と重みに関連付け | |
edge.each {|e| cost[e[0]][e[1]] = e[2] } | |
# 通過判定 | |
used = [*0..num_v].map { false } | |
# 通過経路 | |
d = [*0..num_v].map { inf } | |
# 開始地点 | |
d[start] = 0 | |
loop do | |
v = -1 | |
(0..num_v).each do |u| | |
# 最もコストの低い移動先を探索 | |
if !used[u] && (v == -1 || d[u] < d[v]) | |
v = u | |
end | |
end | |
# 移動先なければ終了 | |
break if v == -1 | |
# 通った道を記録 | |
used[v] = true | |
# 接続先ノードの情報を更新 | |
(0..num_v).each do |x| | |
d[x] = d[x] < d[v]+cost[v][x] ? d[x] : d[v]+cost[v][x] | |
end | |
# 通過ルートを出力 | |
p d | |
end | |
# 最終的なスコア(通過ルートのコストの総和) | |
d[num_v] | |
end | |
# 実行例 | |
if __FILE__ == $0 | |
p dijkstra $edge, 6 | |
end |
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