节点文献
动态规划法在寻找图中最短距离中的应用
Application of Dynamic Programming Technique on Shortest Distance of Graph
【摘要】 数学规划是研究最优化的一类数学问题,动态规划实际上是研究一类最优化问题的算法,因此其应用范围十分广泛.本文介绍了利用动态规划法来寻找图中任意两点间最短距离的算法,并将其时间复杂度与一般方法作了比较.
【Abstract】 The optimization of math problem is researched by a method called“math progra-mming,” and dynamic programming is to research the arithmetic of those problem.Thus the appli-cation is very wide.Introduces the algorithm using dynamic programming to search the shortest dis-tance between two points in graph,and compares the complexity with ordinary method.
【关键词】 动态规划法;
时间复杂度;
最短距离;
重复平方技术;
【Key words】 dynamic programming; complexity of time; the shortest distance; technique of repeated square;
【Key words】 dynamic programming; complexity of time; the shortest distance; technique of repeated square;
- 【文献出处】 江汉大学学报(自然科学版) ,Journal of Jianghan University(Natural Sciences) , 编辑部邮箱 ,2007年02期
- 【分类号】O221.3;O157.5
- 【被引频次】3
- 【下载频次】362