├── .gitignore ├── LICENSE ├── README.md ├── 二叉搜索树 ├── Makefile.win ├── 二叉搜索树.cpp ├── 二叉搜索树.dev ├── 二叉搜索树.exe ├── 二叉搜索树.exe.lnk ├── 二叉搜索树.layout └── 二叉搜索树.o ├── 二叉树操作 ├── Makefile.win ├── 二叉树.cpp ├── 二叉树.dev ├── 二叉树.exe ├── 二叉树.exe.lnk ├── 二叉树.layout ├── 二叉树.o ├── 二叉树操作.cpp ├── 二叉树操作.exe └── 二叉树操作.v11.suo ├── 单链表 ├── Makefile.win ├── 单链表.cpp ├── 单链表.dev ├── 单链表.exe ├── 单链表.layout └── 单链表.o ├── 双链表 ├── Makefile.win ├── 双链表.cpp ├── 双链表.dev ├── 双链表.exe ├── 双链表.layout └── 双链表.o ├── 各种排序 ├── Makefile.win ├── 各种排序.cpp ├── 各种排序.dev ├── 各种排序.exe ├── 各种排序.layout ├── 各种排序.o ├── 堆排序.cpp ├── 堆排序.dev ├── 堆排序.exe ├── 堆排序.layout ├── 堆排序.o ├── 归并排序.cpp ├── 归并排序.dev ├── 归并排序.layout ├── 归并排序.o ├── 快速排序.cpp ├── 快速排序.dev ├── 快速排序.exe ├── 快速排序.layout ├── 快速排序.o ├── 排序算法.cpp ├── 排序算法.dev ├── 排序算法.exe ├── 排序算法.layout └── 排序算法.o ├── 哈夫曼树 ├── Makefile.win ├── 单链表的建立 │ ├── Single_List.exe │ ├── 单链表.cpp │ ├── 单链表.exe │ ├── 单链表的建立.cpp │ ├── 单链表的建立.exe │ └── 单链表的建立.v11.suo ├── 哈夫曼树.cpp ├── 哈夫曼树.dev ├── 哈夫曼树.exe ├── 哈夫曼树.layout └── 哈夫曼树.o ├── 哈希表 ├── 分离链接法 │ ├── Makefile.win │ ├── 分离链接法.cpp │ ├── 分离链接法.dev │ ├── 分离链接法.exe │ ├── 分离链接法.layout │ └── 分离链接法.o └── 开放定址法 │ ├── Makefile.win │ ├── 开放定址法.cpp │ ├── 开放定址法.dev │ ├── 开放定址法.exe │ ├── 开放定址法.layout │ └── 开放定址法.o ├── 图 ├── Dijiksta算法 │ ├── Dijikstra.dev │ ├── Dijikstra.exe │ ├── Dijikstra.layout │ ├── Makefile.win │ ├── 分支限界版的迪杰斯特拉.cpp │ ├── 分支限界版的迪杰斯特拉.o │ ├── 无权图.cpp │ ├── 无权图.o │ ├── 有权图.cpp │ ├── 有权图.exe │ ├── 有权图.o │ ├── 迪杰斯特拉.dev │ ├── 迪杰斯特拉.exe │ └── 迪杰斯特拉.layout ├── Floyd算法 │ ├── Floyd.cpp │ ├── Floyd.dev │ ├── Floyd.exe │ ├── Floyd.layout │ ├── Floyd.o │ └── Makefile.win ├── Prim算法 │ ├── Makefile.win │ ├── Prim.cpp │ ├── Prim.exe │ ├── Prime.o │ ├── Prim算法.dev │ ├── Prim算法.exe │ └── Prim算法.layout ├── kruskal算法 │ ├── Makefile.win │ ├── kruskal算法.cpp │ ├── kruskal算法.dev │ ├── kruskal算法.exe │ └── kruskal算法.o ├── 拓扑排序 │ ├── Makefile.win │ ├── 拓扑排序.cpp │ ├── 拓扑排序.dev │ ├── 拓扑排序.exe │ ├── 拓扑排序.layout │ └── 拓扑排序.o ├── 邻接矩阵 │ ├── Makefile.win │ ├── 图.cpp │ ├── 图.exe │ ├── 图.o │ ├── 邻接矩阵.dev │ ├── 邻接矩阵.exe │ └── 邻接矩阵.layout └── 邻接表 │ ├── Makefile.win │ ├── 图.cpp │ ├── 图.dev │ ├── 图.exe │ ├── 图.layout │ ├── 图.o │ └── 邻接表.exe ├── 堆 ├── 最大堆 │ ├── Makefile.win │ ├── 最大堆.cpp │ ├── 最大堆.dev │ ├── 最大堆.exe │ ├── 最大堆.layout │ └── 最大堆.o └── 最小堆 │ ├── Makefile.win │ ├── 最小堆.cpp │ ├── 最小堆.dev │ ├── 最小堆.exe │ └── 最小堆.o ├── 平衡二叉树 ├── Makefile.win ├── 平衡二叉树.cpp ├── 平衡二叉树.dev ├── 平衡二叉树.exe ├── 平衡二叉树.layout └── 平衡二叉树.o ├── 平衡二叉树的旋转 ├── 平衡二叉树的旋转.txt └── 平衡二叉树的旋转.v11.suo ├── 并查集 ├── Makefile.win ├── 并查集.cpp ├── 并查集.dev ├── 并查集.exe ├── 并查集.layout └── 并查集.o └── 栈 └── 表达式求值 ├── Makefile.win ├── 表达式求值.cpp ├── 表达式求值.dev ├── 表达式求值.exe ├── 表达式求值.layout └── 表达式求值.o /.gitignore: -------------------------------------------------------------------------------- 1 | # Prerequisites 2 | *.d 3 | 4 | # Compiled Object files 5 | *.slo 6 | *.lo 7 | *.o 8 | *.obj 9 | 10 | # Precompiled Headers 11 | *.gch 12 | *.pch 13 | 14 | # Compiled Dynamic libraries 15 | *.so 16 | *.dylib 17 | *.dll 18 | 19 | # Fortran module files 20 | *.mod 21 | *.smod 22 | 23 | # Compiled Static libraries 24 | *.lai 25 | *.la 26 | *.a 27 | *.lib 28 | 29 | # Executables 30 | *.exe 31 | *.out 32 | *.app 33 | -------------------------------------------------------------------------------- /LICENSE: -------------------------------------------------------------------------------- 1 | MIT License 2 | 3 | Copyright (c) 2019 DaiPuWei 4 | 5 | Permission is hereby granted, free of charge, to any person obtaining a copy 6 | of this software and associated documentation files (the "Software"), to deal 7 | in the Software without restriction, including without limitation the rights 8 | to use, copy, modify, merge, publish, distribute, sublicense, and/or sell 9 | copies of the Software, and to permit persons to whom the Software is 10 | furnished to do so, subject to the following conditions: 11 | 12 | The above copyright notice and this permission notice shall be included in all 13 | copies or substantial portions of the Software. 14 | 15 | THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR 16 | IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, 17 | FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE 18 | AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER 19 | LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, 20 | OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE 21 | SOFTWARE. 22 | -------------------------------------------------------------------------------- /README.md: -------------------------------------------------------------------------------- 1 | # DataStructure 2 | 这是基本数据结构及其算法的C++实现，涉及单链表、双链表、栈 、二叉树、并查集、哈夫曼树、平衡二叉树、二叉搜索树、堆、哈希表、图以及各种排序算法。该项目使用dev c++做编程环境。 3 | 4 | --- 5 | # 一、文件结构 6 | 7 | ## 1 单链表 8 | 9 | - CSDN博客链接：[单链表](https://daipuweiai.blog.csdn.net/article/details/77148472) 10 | - **主要介绍了单链表的基本操作。包括建表，插入，删除，逆序，判断是否为空，合并等。我这里写的是带有头结点的单链表，头结点保存链表长度。** 11 | 12 | ## 2 双链表 13 | - **主要介绍了双链表的基本操作。包括建表，插入，删除，逆序，判断是否为空，合并，冒泡排序等。** 14 | 15 | ## 3 栈 16 | - CSDN博客链接：[栈的应用——表达式求值](https://daipuweiai.blog.csdn.net/article/details/77508171) 17 | - **主要介绍了栈的应用——表达式求值。具体思路就是首先把输入的中缀表达式转换为后缀表达式，然后再根据后缀表达式进行计算求值。这份代码只能实现10以内的加减乘除。** 18 | 19 | ## 4 二叉树操作 20 | - CSDN博客链接：[二叉树的构建及其遍历算法](https://daipuweiai.blog.csdn.net/article/details/77531651) 21 | - **主要介绍了二叉树的创建、先中后三种遍历方式的递归实现，再详细介绍先中后三种遍历方式的非递归实现与层次遍历。** 22 | 23 | ## 5 二叉搜索树 24 | - CSDN博客链接：[二叉搜索树](https://daipuweiai.blog.csdn.net/article/details/77720865) 25 | - **主要介绍了二叉搜索树的创建、查找指定值结点、查找最大最小值、插入指定值、删除指定值，插入最大最小值、删除最大最小值操作** 26 | 27 | 28 | ## 6 平衡二叉树 29 | - CSDN博客链接：[平衡二叉树](https://daipuweiai.blog.csdn.net/article/details/77751134) 30 | - **主要介绍了平衡二叉树的单左旋、单右旋、右左旋、插入指定值、删除指定值操作** 31 | 32 | ## 7 哈夫曼树 33 | - **主要介绍了哈夫曼树与哈夫曼编码的建立** 34 | 35 | # 8 并查集 36 | - CSDN博客链接：[并查集](https://daipuweiai.blog.csdn.net/article/details/77679030) 37 | - **主要介绍了并查集的初始化、查找和并操作** 38 | 39 | ## 9 并查集 40 | 41 | ### 9.1 最小堆 42 | - CSDN博客链接：[最小堆](https://daipuweiai.blog.csdn.net/article/details/77776911) 43 | - **主要介绍了最小堆的插入、删除与建堆的操作** 44 | ### 9.2 最大堆 45 | - **主要介绍了最大堆的插入、删除与建堆的操作** 46 | 47 | ## 10 图 48 | ### 10.1 邻接矩阵 49 | - CSDN博客链接：[图的遍历（上）——邻接矩阵表示](https://daipuweiai.blog.csdn.net/article/details/77897881) 50 | - **主要介绍了邻接矩阵存储下的图的建立、BFS、DFS的递归版本与非递归版本** 51 | 52 | ### 10.2 邻接表 53 | - CSDN博客链接：[图的遍历（下）——邻接表](https://daipuweiai.blog.csdn.net/article/details/77921966) 54 | - **主要介绍了邻接表存储下的图的建立、BFS、DFS的递归版本与非递归版本** 55 | ### 10.3 Prim算法 56 | - CSDN博客链接：[最小生成树算法（上）——Prim(普里姆)算法](https://daipuweiai.blog.csdn.net/article/details/77985294) 57 | - **主要介绍了邻接矩阵存储下的图生成最小生成树的Prim(普里姆)算法** 58 | ### 10.4 kruskal算法 59 | - CSDN博客链接：[最小生成树算法（下）——Kruskal(克鲁斯卡尔)算法](https://daipuweiai.blog.csdn.net/article/details/77987425) 60 | - **主要介绍了邻接矩阵存储下的图生成最小生成树的Kruskal(克鲁斯卡尔)算法** 61 | 62 | ### 10.5 Dijiksta算法 63 | - CSDN博客链接：[最短路径算法（上）——迪杰斯特拉（Dijikstra）算法](https://daipuweiai.blog.csdn.net/article/details/77949979) 64 | - **主要介绍了邻接矩阵存储下的图的单源最短路径算法——迪杰斯特拉（Dijikstra）算法** 65 | 66 | ### 10.6 Floyd算法 67 | - CSDN博客链接：[最短路径算法(下)——弗洛伊德（Floyd）算法](https://daipuweiai.blog.csdn.net/article/details/77964810) 68 | - **主要介绍了邻接矩阵存储下的图的多源最短路径算法——弗洛伊德（Floyd）算法** 69 | 70 | ### 10.7 拓扑排序 71 | - CSDN博客链接：[拓扑排序](https://daipuweiai.blog.csdn.net/article/details/78004990) 72 | - **主要介绍了邻接矩阵存储下的图的拓扑排序算法** 73 | ## 11 哈希表 74 | ### 11.1 开放定址法 75 | - CSDN博客链接：[散列表（上）——开放定址法](https://daipuweiai.blog.csdn.net/article/details/78044445) 76 | - **主要介绍了开放地址法的哈希表，冲突处理策略为线性探测** 77 | ### 11.2 分离链接法 78 | - CSDN博客链接：[散列表（下）——分离链接法](https://daipuweiai.blog.csdn.net/article/details/78045574) 79 | - **主要介绍了分离链接法的哈希表** 80 | ## 12 各种排序 81 | - 相关CSDN博客链接：[简单排序](https://daipuweiai.blog.csdn.net/article/details/78077411)，[希尔排序](https://daipuweiai.blog.csdn.net/article/details/78077729)，[归并排序](https://daipuweiai.blog.csdn.net/article/details/78079184)，[快速排序](https://daipuweiai.blog.csdn.net/article/details/78079983)，[堆排序](https://daipuweiai.blog.csdn.net/article/details/78078821) 82 | - 主要介绍了各种排序算法包括：冒泡排序、插入排序、希尔排序、选择排序 、归并排序（递归版本与非递归版本）、堆排序、快速排序 83 | -------------------------------------------------------------------------------- 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