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1 change: 1 addition & 0 deletions .gitignore
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Expand Up @@ -7,3 +7,4 @@
*.opendb
*.json
*.sqlite
*.ipch
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/*
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* / \
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* �Ӹ��ڵ㿪ʼ��Ϊ��ǰ�ڵ�
* �����Ƕ��е������ȳ���ʾ��
*
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* (1) 3
* ����ʱ����ǰ�ڵ���ӣ�������ǰ�ڵ������������˳�����
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* (2) |20 9| 3(��) 3
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* (4) |7 15| 20(��) 20
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*
* ���㷨�����Ե�������ʽʵ��
* 1.����ǰ�ڵ㸳ֵΪ�Ӷ��ڵ㲢����
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* 3.����ǰ�ڵ���������
*
* ��.ÿ�ζ���һ��ڵ�˳������꣬��˳����Ӹò�ڵ���ӽڵ㣬˳�򲻻����
* ���е��ص��������ȳ�
*
*
* ��.��������ֻ�ܰ���˳�η��ʣ�ȴ�޷��ֲ㣬���ܴﵽ��Ŀ���
* �ʣ���Ҫ���ÿһ������һ���ڵ㣬�����ʵ�ʱ�������һ��ķ��ʣ�push�����ؽ��
*
* ���С�����: ���Ե�������ò����һ���ڵ�ʱ��
* ͬʱ�Ὣ���һ���ڵ������������ӣ�
* ���һ���ڵ��������������һ������һ���ڵ㣬
* ���ɻ�ñ�ǽڵ�
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* ͨ���ñ�ǽڵ��𵽷ֲ����ã�ÿ�ε�������
*/
#include <vector>
#include <queue>
using namespace std;

struct TreeNode {
int val;
TreeNode* left;
TreeNode* right;
TreeNode(int x) : val(x), left(nullptr), right(nullptr) {}
};

class Solution {
public:
vector<vector<int>> levelOrder(TreeNode* root) {
vector<vector<int>> rel;

if (root == nullptr)
return rel;

queue<TreeNode*> tempQueue;

tempQueue.push(root);
TreeNode* lastNode = root; // ��¼��ǰ������һ��Ԫ�أ�����һ��˳�����һ���ڵ㣬push�������е����һ������
TreeNode* lastNodeSign = root; // �洢��һ������һ���ڵ�
vector<int> levelInt;
while (!tempQueue.empty())
{
TreeNode* x = tempQueue.front();
tempQueue.pop();

levelInt.push_back(x->val); // �洢����Ԫ�ص�ֵ

if (x->left != nullptr)
{
tempQueue.push(x->left); // ���뵱ǰ�ڵ�����
lastNodeSign = x->left; // ���뵱ǰ�ڵ����Ӻ�������Ϊ��һ������һ���ڵ�
}

if (x->right != nullptr)
{
tempQueue.push(x->right); // ���뵱ǰ�ڵ�����
lastNodeSign = x->right; // ��һ������һ���ڵ��Ϊ������
}

if (x == lastNode) // �����ʵ���ǰ�����һ��Ԫ��ʱ��
{
lastNode = lastNodeSign; // ����lastNodeΪ��һ������һ��Ԫ��
rel.push_back(levelInt); // levelInt�Ѿ�������ǰ�������ֵ�����뷵�ؽ����
levelInt.clear(); // ���levelInt��׼����¼��һ���ֵ
}
}

return rel;
}
};
1 change: 1 addition & 0 deletions LeafScar/binary_tree_level_order_traversal/readme.md
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### ˼·�������ҳ
4 changes: 3 additions & 1 deletion LeafScar/readme.md
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@@ -1,5 +1,7 @@
# LeafScar贡献内容

1.最长公共子序列

2.情感丰富的文字

1.最长公共子序列
3.二叉树的层次遍历