说明：

开发环境说明

1. Clion必须以Project的项目存在，默认一个项目必须并且只能有一个main方法的.c文件
2. 把需要执行的C文件，放到CMakeList文件里面，比如main.c。
3. 如果还有其他的ADT文件，把其他的ADT文件也放到CMakeList文件里面(把我注释掉的替换掉）
4. 右键 点击run 执行C语言的项目

学习网站推荐

* Algorithms in C, Parts 1-4, Robert Sedgewick
* Algorithms in C, Part 5, Robert Sedgewick
* Programming, Problem Solving, and Abstraction with C
* C语言与数据结构
* http://www.runoob.com/cprogramming/c-tutorial.html
* https://www.w3cschool.cn/c/
* https://leetcode.com/
* https://www.cs.usfca.edu/~galles/visualization/Algorithms.html
* https://people.ok.ubc.ca/ylucet/DS/

COMP9024 Themes

Data structures

how to store data inside a computer for efficient use.

Algorithms

step-by-step process for solving a problem. (within a mount of space and time)

Array Sorting Algorithms

* https://www.cnblogs.com/onepixel/p/7674659.html
* insertion sorting
* bubble sorting
* merge sorting

Array Searching Algorithms

* binary search

Stack and Queue

* stack
* queue
* priority stack and primary queue
* priority queue (insert O(logN),push,pop)
structure （结构体）一堆的需要定义的数据类型，data，day

LinkedList Operation and Algorithms

* data structures of Single LinkedList and Double LinkedList
* Init,Insert,Update,Delete,Free,Show
* LinkedList Searching, LinkedList Sorting
* LinkedList Stack and LinkedList Queue

Analysis Algorithms

* Algorithms Complexity.

Graph

* Graph Representation
* Graph Searching
* Hamiltonian Path and Circuit(all vertices) 
* Euler Path and Circuit(all edges)        
* Graph Algorithms(BFS,DFS,Weight Graph,Directed Graph ,Minimum Spanning Trees,Kruskal's Algorithm,Prim's Algorithm,Dijkstra's Algorithm)
* Kruskal's Algorithm (consider all the edges,push to priority queue, then pop from the minimum weighted edge)
* Prim's Algorithm (start from vertex, consider all the minimum edges with the connected vertex,then add to used edges)
* Dijkstra's Algorithm(start from vertex,consider all the minimum edges with the connected vertex, find the combined minimum edges)

Tree

* init, insert,update, delete, free ,show, post order,pre order, inorder
* binary tree
* height,width,level
* AVL tree,Splay tree, 2-3-4 Tree, black-red tree.

String Algorithms

* Boyer-Moore Algorithm
* Knuth-Morris-Pratt Algorithm
* Word Matching With Tries
* Huffman Code

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