Created
April 11, 2020 16:04
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# Definition for a binary tree node. | |
# class TreeNode | |
# attr_accessor :val, :left, :right | |
# def initialize(val) | |
# @val = val | |
# @left, @right = nil, nil | |
# end | |
# end | |
# @param {TreeNode} root | |
# @return {Integer} | |
def diameter_of_binary_tree(root) | |
return 0 unless root | |
graph = [Node.new(root.val)] | |
build_graph(root, graph[0], graph) | |
ans = 0 | |
graph.each do |g_node| | |
visited = Set.new | |
$max = 0 | |
dfs(g_node, visited) | |
ans = [ans, $max].max | |
end | |
ans | |
end | |
def dfs(node, visited, dst = 0) | |
visited << node | |
node.adj.each do |neighbour| | |
next if visited.include?(neighbour) | |
visited << neighbour | |
dfs(neighbour, visited, dst + 1) | |
end | |
$max = [$max, dst].max | |
end | |
def build_graph(tree_node, g_node, graph) | |
if tree_node.left | |
left = Node.new(tree_node.left.val) | |
g_node.adj << left | |
left.adj << g_node | |
graph << left | |
build_graph(tree_node.left, left, graph) | |
end | |
if tree_node.right | |
right = Node.new(tree_node.right.val) | |
g_node.adj << right | |
right.adj << g_node | |
graph << right | |
build_graph(tree_node.right, right, graph) | |
end | |
g_node | |
end | |
class Node | |
attr_reader :val | |
attr_accessor :adj | |
def initialize(val) | |
@val = val | |
@adj = [] | |
end | |
end |
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