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Description: C#编写的AR(M）趋势预测模型函数，包括AR模型参数值计算，预测函数，还有LDLT计算三角矩阵方程函数-prepared by the AR (M) trend forecasting model function, including the AR model parameter values, the predictive function. There LDLT triangular matrix equation calculation function
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Size: 1297 |
Author: 詹华 |
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Description: 采用LDLT分解法解病态方程组，采用迭代求精法，将求解中丢失的残向量逐步找回来，这样可以求得更为精确的解。
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Size: 1362 |
Author: cy |
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Description: 本代码是计算方法课程实验里用LDLT方法解方程组的原代码-the code is calculated courses experiment with LDL equations method for the original code
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Size: 999 |
Author: guo |
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Description: 各种超定方程的解法： 包括LDLT分解法、最小二乘法等
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Size: 62217 |
Author: jackertja |
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Description: 本代码是计算方法课程实验里用LDLT方法解方程组的原代码-the code is calculated courses experiment with LDL equations method for the original code
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Size: 1024 |
Author: guo |
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Description: C#编写的AR(M）趋势预测模型函数，包括AR模型参数值计算，预测函数，还有LDLT计算三角矩阵方程函数-prepared by the AR (M) trend forecasting model function, including the AR model parameter values, the predictive function. There LDLT triangular matrix equation calculation function
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Size: 1024 |
Author: 詹华 |
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Description: 采用LDLT分解法解病态方程组，采用迭代求精法，将求解中丢失的残向量逐步找回来，这样可以求得更为精确的解。-LDLT decomposition method using solution pathological equations using iterative refinement method, to solve the residual vector is lost gradually back, so can get more accurate solution.
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Size: 1024 |
Author: cy |
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Description: 对称正定矩阵LDLT分解算法（带应用示例）。-Symmetric positive definite matrix LDLT decomposition algorithm (with application examples).
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Size: 24576 |
Author: 方永忠 |
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Description: 利用数值分析中LU、LDLT、JACOBI、GAUSS_SEIDEL、RELAXATION各种方法解结构矩阵问题，Visual C#源代码-Numerical analysis of the use of LU, LDLT, JACOBI, GAUSS_SEIDEL, RELAXATION structure matrix method to solve various problems, Visual C# Source code
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Size: 5120 |
Author: 王大和 |
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Description: 将潮流计算公式矢量化处理,利用Matlab编写潮流程序,并将Matlab的m文件编译成COM组件,可简单实现
Matlab和其它语言的混合编程。通过简单的函数调用即可完成如稀疏、解方程等一系列数学运算,并可轻易实现相关图形的
绘制。潮流计算中采用AMD算法对修正方程系数矩阵进行节点优化,并采用LDLT算法进行求解,有效地减少了注入元,计
算速度成倍提高。在混合编程的模式下,提高了程序开发速度、程序可靠性、计算效率和保密性。
-Formula for calculating the trend vector processing, the use of Matlab procedures for the preparation of the tide, and Matlab m-file compiled into a COM component, can be simply the realization of Matlab and other programming languages mixed. Through a simple function call to complete, such as sparse, solve a series of mathematical equations, and easily achieve the related graphics rendering. Power flow calculation algorithm used in AMD coefficient matrix of the correction equation for node optimization, and the use of LDLT algorithm, effectively reduces injection yuan, doubling to improve computing speed. Programming in mixed mode, increased the speed of program development, program reliability, computational efficiency and confidentiality.
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Size: 222208 |
Author: wuzhicheng |
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Description: ldlt 数值求解的c++算法的实现，可应用有限元方程的求解。-ldlt numerical solution of c++ algorithm can be used finite element equations.
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Size: 23552 |
Author: tmllpl |
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Description: 矩阵LDLT分解与Cholesky分解，使用c语言编写-Matrix LDLT decomposition and Cholesky decomposition, using c language
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Size: 1024 |
Author: wangfeng |
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Description: 计算具有A=L*D*L 形式的Cholesky因式分解，适用于一些特殊矩阵。-Calculated with A = L* D* L ' forms of Cholesky factorization for some special matrices.
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Size: 5120 |
Author: 丁志中 |
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Description: 矩阵LDLT分解与Cholesky分解
求矩阵A=（αij）20x20的LDLT分解与Cholesky分解-Matrix LDLT decomposition and Cholesky decomposition Matrix A = (αij) 20x20 of the LDLT decomposition and Cholesky decomposition
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Size: 16384 |
Author: 张松昌 |
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Description: A=(aij)20×20的LDLT分解与Cholesky分解-A = (aij) 20 × 20 in the LDLT decomposition and Cholesky decomposition
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Size: 1024 |
Author: Jason Hou |
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Description: 改进的Cholesky分解的过程演示，本人原创，测试无误，内含详细注释。 -Cholesky decomposition process improvement presentation, my original test and correct, containing detailed notes.
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Size: 1024 |
Author: huyunq |
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Description: 用LDLT分解方法解线性方程组的过程演示，本人原创，测试无误，内含详细注释。 -With LDLT decomposition method to solve linear equations of the process of demonstration, I am the original, the test is correct, containing detailed notes.
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Size: 2048 |
Author: huyunq |
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Description: 可以将矩阵分解为LDLT以便于进行求根运算-a simple code about LDLT
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Size: 1024 |
Author: 李丽 |
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Description: 利用ldlt分解求解系数矩阵为一维存储时的方程组-请键入文字或网站地址，或者上传文档。
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Lìyòng ldlt fēnjiě qiújiě xìshù jǔzhèn wéi yī wéi cúnchú shí de fāngchéng zǔSolving equations use ldlt coefficient matrix decomposition when stored as a one-dimensional
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Size: 1024 |
Author: |
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Description: 矩阵的LDLT分解，及cholesky分解，希望对初学者有些帮助-Matrix decomposition LDLT and cholesky
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Size: 1024 |
Author: 孟凡撒 |
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