资源列表
playOnwords
- 这是一个关于字符串的问题,虽然小但是很精致.-This is a string of problems, although small but very delicate.
chswordV1
- NewtonIterative法计算方程的解-NewtonIterative calculated the solution of the equation
chswordV2
- Jacobi GaussSeidel法求算式的根-Jacobi GaussSeidel Act formula for the roots
chswordv3
- 拉格朗日 计算方程的根 基本很准确 不过方法不是太通用的-Lagrange Equation of basic - but very accurate method is not very common
chswordv4
- 欧拉算法的改进，提高了速度以及精度，是比较好的方法-Euler algorithm, improving the speed and accuracy, is a better method
Counter(C++)
- 计算机组成原理的一个浮点数运算器。 C++编写，可输入阶码位数，尾数位数。完整实现浮点数的运算。-Computer principle of a floating point arithmetic unit. C, the code can be imported bands, the median mantissa median. Achieve complete float arithmetic.
increasingSeauence
- 这是一个关于sequence不断增大的问题,虽然不是太大但很是精辟.-This is a sequence of the growing problem, although not very much but is brilliant.
oilPipeline
- 这是一个关于输油管道的算法,很是经典,不信,可以看一下.-This is a pipeline for the algorithm is very classic, do not believe it, look at it.
Lagrange_input_data
- 掌握Lagrange插值算法,并应用算法于实际问题 观察Lagrange插值的龙格现象-master Lagrange interpolation algorithm, algorithm and application in practical problems observation Lagrange Runge phenomenon
newton_input_data
- Newton差商插值法,并应用算法于实际问题-Newton difference quotient interpolation method and algorithm in the application of practical problems
for_equation_real_radix
- 分别用二分法 Newton法 弦截法(割线法) 求方程x3-3x2+x-1= 0的全部实根(精度小于0.00001)。-respectively dichotomy Newton law xianjie (secant) Equation x3-3x2 x-1 = 0 all real roots (precision of less than 0.00001).
use_LU_for_equations
- 用杜利特尔分解法求解方程组,对矩阵A分解成为两个矩阵U和L，再应用矩阵U和L来达到求解方程组的目的-Doolittle decomposition method used to solve equations, the matrix A decomposed into two matrix U and L, U matrix is applied to achieve and L for the purpose of equations