data structure

子集和问题.rar:这是我学算法设计时的总结,包括定长和不定长做法(也就是回朔法,剪枝限界),当然也包括穷举法.-subset and problems. Rar : This is my learning algorithm design at the conclusion, including fixed-length and variable length approach (that is, back to Schomburg, pruning Bound), which of course includes exhaustive law.

数据结构中的基本问题-the basic question in data structure.

数据结构 基础要好-better data structure foundation

AVL tree display format in two dimensional

树的四种遍历方式，中叙，前序，后序和按层遍历算法，前三个用递归很好实现，最后一个复杂点。-tree traversal of the four, China and Syria, the former sequence after sequence and by layer traversal algorithm, the former three Recursive properly achieved, Finally a complex point.

题目：实现一个能进行稀疏矩阵基本运算的运算器。 以“带行逻辑链接信息”的三元组顺序表示稀疏矩阵，实现两个矩阵相加，相乘的运算。稀疏矩阵的输入形式采用三元组表示，而运算结果的矩阵以阵列形式列出。 1、 生成如下两个稀疏矩阵的三元组a和b: 1 0 3 0 3 0 0 0 0 1 0 0 0 4 0 0 0 0 1 0 0 0 1 0 0 0 1 1 0 0 0 2 2、输出a+b的三元组 3、输出a*b的三元组 -Topic: can realize a sparse matrix basic calculator operations. To

超市选址，用数据结构，求最小生成树问题。自设计算法为超市寻找一个最短路径。-Supermarket site, the data structure, and minimum spanning tree problem. Since the design of algorithms for the supermarket to find a shortest path.

简单的access应用程序-simple access applications

一个操作ＤＢＦ格式文件的类-an operation of the DBF format category

大学的每个专业都要编制教学计划。假设任何专业都有固定的学习年限，每学年含两学期，每学期的时间长度和学分上限都相等。每个专业开设的课程都是确定的，而且课程的开设时间的安排必须满足先修关系。每个课程的先修关系都是确定的，可以有任意多门，也可以没有。每一门课程恰好一个学期。试在这样的情况下设置一个教学计划编制程序。三、基本要求：（1）：输入参数：学期总数，一学期的学分上限，每门课的课程号，学分，直接先修关系的课程号。（2）：课程号尽可能的集中在前几个学期中。（3）：若无解，则报告错误信息；否则见教学计划输入到指定的文件中。计划的表格格式自行设计-University of each professional should prepare teaching plans. The assumption that any professional have fixed the length of each school year with two semesters each semester and the length of time equal to the credit limit are. Every professional courses are opened to determine, and the creation of curriculum time arrangements must meet pre relations. Each course is the pre-established relationship, can have any more doors, there will be no. Each course just one semester. Tests in the circumstances set up a teaching program procedures. Three basic requirements : (1) : input parameters : total semester, a semester"s credit ceiling for each class courses, credits, direct relationship prevocational courses,. (2) : N