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Contents.swift
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import Foundation
/**
101. Symmetric Tree
Tags: Tree、DFS、BFS
https://leetcode.com/problems/symmetric-tree/description/
*/
/**
递归dfs实现, 16ms. 时间复杂度O(n/2-1), 空间复杂度O(n)
思路: 左右子树上的节点同时对称遍历
*/
class Solution {
func isSymmetric(_ root: TreeNode?) -> Bool {
return recursive(root?.left, root?.right)
}
private func recursive(_ lhs: TreeNode?, _ rhs: TreeNode?) -> Bool {
var isSame = lhs?.val == rhs?.val
if isSame && (lhs?.left != nil || rhs?.right != nil) {
isSame = recursive(lhs?.left, rhs?.right)
}
if isSame && (lhs?.right != nil || rhs?.right != nil) {
isSame = recursive(lhs?.right, rhs?.left)
}
return isSame
}
}
/**
队列BFS实现, 24ms
思路: 注意入队顺序, 左右子树方向相反即可
*/
class SolutionBFS {
func isSymmetric(_ root: TreeNode?) -> Bool {
if let root = root {
var leftQueue: [TreeNode] = []
var rightQueue: [TreeNode] = []
var leftNode = root.left
var rightNode = root.right
while leftNode != nil && rightNode != nil || !leftQueue.isEmpty && !rightQueue.isEmpty {
if let left = leftNode, let right = rightNode {
if left.val == right.val {
if left.left != nil && right.right != nil {
leftQueue.append(left.left!)
rightQueue.append(right.right!)
} else if left.left != nil || right.right != nil {
return false
}
if left.right != nil && right.left != nil {
leftQueue.append(left.right!)
rightQueue.append(right.left!)
} else if left.right != nil || right.left != nil {
return false
}
leftNode = nil
rightNode = nil
} else {
return false
}
} else {
leftNode = leftQueue.removeFirst()
rightNode = rightQueue.removeFirst()
}
}
return leftNode == nil && rightNode == nil && leftQueue.isEmpty && rightQueue.isEmpty
}
return true
}
}