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Description: 实现高斯积分计算。作为简单的例子，用于学习复杂的积分编程。-Realize Gaussian integral calculation. As a simple example, for learning complex programming points.
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Size: 2048 |
Author: hu |
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Description: 清华大学《数值分析A》－第02章.插值
Lagrange
Newton
Hermite
三次样条-Tsinghua University,
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Size: 350208 |
Author: 大乔 |
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Description: 常用的数值分析算法，包括：
lagelanri,Hermite,Romberg,gause-sidel,
复化求积等。-Commonly used in numerical analysis algorithms, including: lagelanri, Hermite, Romberg, gause-sidel, such as rehabilitation of quadrature.
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Size: 3072 |
Author: oak |
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Description:
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Size: 1024 |
Author: Phoebe |
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Description: 在屏幕上选取点集，每四个点构成一个控制多边形，绘制贝塞尔曲线和赫米特曲线-Select the point on the screen sets, each of the four points form a control polygon, drawing Bezier curves and hermite curve
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Size: 248832 |
Author: 王莹 |
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Description: 样条插值法，了解Hermite插值法、三次样条插值法原理，结合计算公式，确定函数值。-Spline interpolation method to understand the Hermite interpolation, cubic spline interpolation theory, combined with calculation formula to determine the function value.
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Size: 23552 |
Author: 张继江 |
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Description: 这是一个差值的程序，运行程序能够进行拉格朗日差值，牛顿差值，埃尔米特差值等多项差值操作。-This is a difference between the procedures, operating procedures can be the difference Lagrange, Newton margin, the margin a number of Hermite operating margin.
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Size: 295936 |
Author: byh |
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Description: 计算机图形学 曲线生成算法的bazaar的java实现 丁爱玲版本-Computer Graphics curve generation algorithm to achieve the bazaar of the java version丁爱玲
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Size: 1024 |
Author: zhang |
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Description: 给定n个节点xi[i=0,1,...,n-1]上的函数值yi=[xi]以及一届倒数值yi =f [xi],用埃尔米特插值公式计算指定插值点t处的函数近似值z=f[t]-Given n nodes xi [i = 0,1 ,..., n-1] on the function value yi = [xi], as well as previous numerical inverted yi ' = f' [xi], using Hermite interpolation value calculated interpolation points t Department designated function approximation z = f [t]
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Size: 1024 |
Author: 罗坤 |
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Description: 通过鼠标点击窗口自动生成Bezier曲线，并可切换至Hermite曲线，在OpenGL下实现。-clicking the mouse, and draw Bezier curve, points also can be deleted. Implemented with OpenGL
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Size: 4096 |
Author: xukangmin |
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Description: 这是B样条和hermite曲线用MATLAB实现的程序-This is the B-splines and hermite curves achieved using MATLAB program
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Size: 3072 |
Author: 兰世爽 |
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Description: It`s an example how to make Bezier and Hermite curves. There is also a simple animation of a ball rouling through the curve.
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Size: 366592 |
Author: Blue |
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Description: Hermite SVD, source which allow to perform solving eigenvalue problem
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Size: 47104 |
Author: luxury |
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Description: 绘制bezier曲线 和b样条曲线和hermite曲线-Drawing bezier curves and b-spline curves and hermite curve
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Size: 2048 |
Author: zhiyuan |
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Description: 二次拟合，方法使用最小二乘法，三次埃尔米特插值法-Quadratic fitting method using least squares, three Hermite interpolation
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Size: 1024 |
Author: whl123 |
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Description: 详细讲述了二维线画图元的生成（包括二维直线、圆、椭圆、抛物线的生成）、二维填充图元的生成（图形的填充、字符的输出）、二维裁剪、图形变换（平移、旋转、放缩三种变换）、投影（透视投影）和曲线生成（Hermite曲线和Bezier曲线的生成）的算法思想以及程序实现。-A detailed account of the two-dimensional line drawing of the generating element (including the two-dimensional linear, circular, elliptical, parabolic generation), two-dimensional pixel fill generation (graphics-filled, characters of the output), two-dimensional cutting, graphics transform (translation , rotation, zoom transform three), projection (perspective projection) and Curve (Hermite curves and Bezier curves generation) algorithm for the realization of ideas and procedures.
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Size: 12288 |
Author: tim |
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Description: 计算数学中的Hermite插值程序-Mathematical calculation of the Hermite interpolation procedures
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Size: 1024 |
Author: phonixJ |
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Description: 这是关于hermite插值法的MATLAB程序-This is the hermite interpolation method on the MATLAB program
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Size: 1024 |
Author: 猩猩 |
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Description: 可分别在面板中绘制Hermite曲线，Bezier曲线和B样条曲线-Respectively in the panel drawing Hermite curve, Bezier curves and B-spline curve
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Size: 4096 |
Author: 刘嘉文 |
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Description: Source Code Archive
An Introduction to Numerical Analysis
with Applications to the Physical,
Natural and Social Sciences-neville.C
Neville s algorithm
divdiff.C
calculate the coefficients of the Newton form of the interpolating polynomial using divided differences
nf_eval.C
evaluate the Newton form of the interpolating polynomial
cubic_nak.C
construct the cubic spline interpolant with "not-a-knot" boundary conditions
cubic_clamped.C
construct the cubic spline interpolant with clamped boundary conditions
spline_eval.C
evaluate a spline interpolant (works with the output from cubic_nak.C and cubic_clamped.C)
hermite.C
calculate the coefficients of the Hermite interpolating polynomial
cubic_herm.C
evaluate the Hermite cubic interpolant
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Size: 2048 |
Author: 范姜 |
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