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Arcengine 二次开发创建点对象，包括沿线创建，角平分线创建，构造角度距离法，构造角度交点法，构造偏移点发，构造偏转角度法，构造平行线上点法，后方交会定点法等-Arcengine secondary development to create point objects, including along the creation, angle bisectors to create, construct point distance, point of intersection const
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为了满足多种电力电子变换器对其控制平台的不同要求,缩短开发时间,实现控制平台硬件的通用化和软件
的模块化,在基于双定点数字信号处理器(DSP)TMS320LF2407的大容量变换器专用控制平台的基础上,
提出了电力电子变换通用控制平台的设计目标。描述了基于定点和浮点DSP(TMS320F2812和TMS320VC33)的通用
控制平台各单元的设计方法。介绍了基于MATLAB实时工具箱(RTW)的调试方法。实验结果验证了设计和调试方法
的正确性和可行性,该通用控制平台达到了设计目标
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采用牛顿迭代法编写的定点化的开方运算，定点化的精度为Q15-Newton iterative method used to prepare the prescr iption of the fixed-point computation, the accuracy of fixed-point Q15
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采用泰勒级数展开法编写的定点化的开方运算，定点化精度为Q15-Taylor series expansion method used to prepare the prescr iption of the fixed-point computation, fixed-point precision for Q15
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典型数值计算方法。包括：经典四阶龙格库塔法、高斯列主元法、牛顿法、龙贝格、三次样条插值算法、M次多项式曲线拟合、二分法、不动点法、霍纳法、牛顿-拉弗森迭代等十项典型算法的算法流程及C源代码和例子。-Typical numerical calculation. Include: classical fourth order Runge-Kutta method, Gauss main-element method, Newton method, Romberg, cubic spline inte
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this code is using for simulate the method of fixed point iteration
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Fixed point square root routine for any microcontroller (8/16/32 bit), faster than libc version.
Function calculates the integer square root for 32-bit number. Calculated as 16-bit integer part and 16-bit fractional part. Computation is performed f
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openGL写的多边形处理，包括创建，变色，改变定点位置等常用方法，还包括多边形拖动时的覆盖处理-write openGL polygon processing, including creation, color, change the location of commonly used fixed-point method, also includes coverage of the polygon processing drag
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用泰勒公式实现余弦函数的计算，使用汇编的方法，里面用到了32位的运算方法，灵活应用了定点运算的思想。-Cosine function with the Taylor formula to achieve the calculation method using the assembly, which uses 32-bit computing method, flexible application of the fixed-point arithmetic thinking.
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fixed point method of matlab
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New Fixed Point Theorys in Topological Vector Spaces-In this paper, by the method which Browder ([1]) presented, we prove that
two new fixed point theorems which unify, extend and improve some known results due
to Browder (1968) [F. E. Browder, T
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利用C语言实现最小二乘法对给定点指数函数曲线拟合-Using C language to achieve the least squares method to the fixed-point exponential function curve fitting
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主要提供了数值分析中用牛顿法，Fixed-Point Iteration method， Steffensen’s method求解方程的源代码。-The main provider of numerical analysis using Newton' s method, the Fixed-Point Iteration method, Steffensen' s method for solving the equation of the source code.
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newten first low for calaculating the error and fitting the curves in numerical methods the method is simple and dont have any computational complexity at first we should guess smart initial condition
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贝努利法求按模最大实根
贝努利法求按模最小实根
用二分法求方程的一个根
用黄金分割法求方程的一个根
用不动点迭代法求方程的一个根
用艾肯特加速的不动点迭代法求方程的一个根
用史蒂芬森加速的不动点迭代法求方程的一个根
用一般弦截法求方程的一个根
用单点弦截法求方程的一个根
用双点弦截法求方程的一个根
用平行弦截法求方程的一个根
用改进弦截法求方程的一个根
用史蒂芬森法求方程的一个根
用劈因子法求方程的一个二次因子
用抛物线法求方程的一个根
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给定m个节点的函数值，分别利用牛顿插值法和拉格朗日插值法，计算固定点处的函数值-Function value to the set of m nodes, Newton interpolation and Lagrange interpolation method to calculate the function value of the fixed point
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不动点方程法，解决隐马尔科夫过程的熵率计算问题，二元对称信道-Fixed point equation method to solve the entropy rate of the Hidden Markov Models computational problems, binary symmetric channel
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Image denoising matlab language development of the fixed point iteration method, an algorithm based on partial differential equation-Image denoising matlab language development of the fixed point iteration method, an algorithm based on partial differ
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matlab语言开发的图像去噪的固定点迭代法, 基于偏微分方程的一个算法,,(Image denoising matlab language development of the fixed point iteration method, an algorithm based on partial differential equation,,)
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先确定方程 的一个收敛的有根区间[a,b], 然后用不动点迭代法在此有根区间的近似根,初值 自己确定,要求根精确到 ,再比较用二分法的二分次数、不动点迭代法、Aitken迭代加速法的迭代次数. （要求：使用函数式文件调用）(First determine a convergence of the equation with the root interval [a, b], and then use the fixed point iteration method to have the app
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