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Description: 图形界面的矩阵连乘算法，动态显示运行求解问题的过程-Graphical interface with the matrix multiply algorithm, dynamic display of running the process of problem solving
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Size: 10049536 |
Author: 张韶远 |
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Description: 九个经典算法，冒泡排序，快速排序，堆排序，矩阵相乘最优次序，分治递归法求最大元，次大元和最小元，基数排序，二叉排序树，图的深度优先搜索与广度优先搜索，KMP算法，三阶B-树（2-3树）。。内附各算法详细说明与运行报告，各程序以C/C++实现，用VC打开可直接运行-algorithm：BinarySearchTree、Bitree、BubbleSort、graphSearch、HeapSort、kmp、matrixchain、quickSort、RadixSort
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Size: 239616 |
Author: 章小龙 |
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Description: 这个算法解决了矩阵连乘问题，采用的算法来自算法设计-This algorithm solves the matrix multiplication problem with using the algorithm from the algorithm design
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Size: 1024 |
Author: zhou |
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Description: 算法，用动态规划写的矩阵相乘，里面有递归和非递归方式。菜鸟写的，可以直接运行-Algorithm using dynamic programming to write matrix multiplication, there are recursive and non recursive way. Rookie wrote, can be directly run
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Size: 1665024 |
Author: 吴强 |
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Description: 矩阵链乘。给定多个矩阵的维度，求出他们的相乘顺序，使得，按这样的顺序相乘的代价最小-Matrix chain multiplication。Solve the matrix chain order for a specic problem. This can be done by computing MATRIXCHAIN-
ORDER(p) where p = h5 10 3 12 5 50 6i
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Size: 1024 |
Author: 雪纷纷 |
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Description: 给定数量的矩阵相乘 给出矩阵计算乘法的最小次数 并给出分割点-A given number of matrix multiplied to give the minimum number of times of the multiplication of the matrix calculation and gives the split point
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Size: 262144 |
Author: 姚益民 |
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Description: 矩阵链乘法，采用动态规划，使用java编写。-Matrix-chain Question
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Size: 1024 |
Author: 殷成健 |
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Description: 用VS2010的矩阵链乘问题的算法实现。
实现功能：
1、文件读取，文本解析后显示矩阵链组成
2、显示数组，显示最优解。
文件在压缩包内
-Matrix chain multiplication using VS2010 problem algorithm. Function: 1, file read, parsed text display matrix composed of two chains, showing the array, showing the optimal solution. Files in compressed package
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Size: 84992 |
Author: zty |
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Description: 对矩阵连乘问题的算法描述，以及源代码描述，对相关问题进行了详细的说明！-The problem of the matrix continually multiply algorithm description, and source code description of the relevant issues a detailed description!
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Size: 51200 |
Author: 佀洁 |
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Description: 矩阵连乘问题，求解最优计算次序的最优解，并输出最终结果。-Matrixcontinuallymultiply problem, solve the optimal order of computing the optimal solution, and outputs the final result.
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Size: 1024 |
Author: 佀洁 |
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Description: Matrix Chain Multiply
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Size: 126976 |
Author: softwin |
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