资源列表
libgcrypt-1.2.2.tar
- 一个很有影响的加密库,实现了各种加密算法,是密码学习的重要源代码-a very influential encryption library that implements a variety of encryption algorithms, is an important learning password source code
BigNumVB
- 一个VB小程序,能够进行大数的计算,可以作为学习的参考-a small procedure to carry out large numbers of calculation can be used as reference for the study
gmp-4.1.4.tar
- 最优秀的大数计算源码,适合各种大数的计算,底层对各种机器进行汇编优化,速度最快-the best source of large numbers calculated, for a wide range of large numbers, the bottom of the various machines compilation optimization, the fastest
asdcv
- 利用哈希函数对学生姓名进行最优化查找 可选择从键盘输入和文件输入,需输入名字最大长度-hash function to the students find the most optimal choice from the keyboard input and the input document, name must be imported maximum length
bhfit
- 输入学期总数 学期的学分上限 课程数 拓扑排序所形成的课程先修关系的边数 课程号及其学分 在各学期学期负担尽量均匀和 课程集中在前几个学期进行排课两种条件下进行排课-importation of the total semester credit semester courses ceiling few topological sorting as a result of the pre-course edge courses, and credits in the semester to
lzy
- 本实验主要涉及解线性方程组的列主元消去法.通过编辑程序,能更深入地了解到列主元消去法的内涵.并且通过计算比较,也可以了解到数据的精度及舍入误差等一系列有关因素.-this study involved solving linear equations of main-element elimination. Through the editorial process, to better understand out to the main yuan elimination connotatio
djkhfg
- 对文件中的数据进行哈夫曼编码和解码,列出给定数据的权重,列出左右孩子和父亲节点的列表,对任意数据进行进行哈夫曼编码和解码-to document the data Huffman coding and decoding, data presents given weight, shown around children and the father node list of arbitrary data for Huffman coding and decoding
theSecond
- 这个程序分别用二分法，Newton法，弦截法，Newton下山法等算法求解非线性方程-this procedure were used dichotomy, Newton, String interception, Newton downhill law for solving nonlinear equations
chenggongduoxiang
- 这个算法可以很好的实现实现一元多项式的计算，包括其相加和相减，是用C语言编写的。-this algorithm can achieve very good achievement of one yuan polynomial, including its sum and subtract. using the C language.
triangular_decomposition
- 三角分解法，对于数值计算的朋友可能会有一定的帮助-triangular decomposition method for the numerical calculation of a friend may be of some help
xxfc123
- 采用按列消去，舍入误差并没得到很好的处理，有待改进。-adopted by the elimination series, rounding error not been handled well, in need of improvement.
cholesky323232
- 平均因子分解法，适用于正定矩阵First, let s recall the definition of the Cholesky decomposition: Given a symmetric positive definite square matrix X, the Cholesky decomposition of X is the factorization X=U U, where U is the square root matrix of X, and satisfies: