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[2D Graphic] nurbs++3_0_10 DL : 0: 非均匀有理b样条曲线nurbs的C＋＋源码库。-non-uniform rational b-spline NURBS curves of the C++ source library.
Date : 2025-12-21 Size : 1.01mb User : 孙斌
[2D Graphic] B2 DL : 0: 二次B样曲线的绘制,用TURBO C 完成-quadratic B-spline curve rendering, complete with Turbo C.
Date : 2025-12-21 Size : 1kb User : Zhao Yan
[2D Graphic] B3 DL : 0: 三次B样曲线的绘制,用TURBO C 完成-cubic B-spline curve rendering, complete with Turbo C.
Date : 2025-12-21 Size : 1kb User : Zhao Yan
[2D Graphic] Tc2.0Bsplinesrc DL : 0: turbo c 2.0实现的B样条反控制顶点算法也就是画一条插值到所给点的样条 4阶，3次-turbo c 2.0 achieving B-spline vertices of the anti-control algorithm is a painting by interpolation to point to the kind of the four bands, three times
Date : 2025-12-21 Size : 39kb User : bug
[2D Graphic] nurbs++-3.0.11 DL : 1: NURBS++库--Non-Uniform Rational B-Splines (NURBS) curves and surface are parametric functions which can represent any type of curves or surfaces. This C++ library hides the basic mathematics of NURBS. This allows the user to focus on the more challenging parts of their projects. The library also offers a lot of features to help generate NURBS from data points.-NURBS++ Treasury Non-Uniform Rational B-Splines (NURBS) curves and surface are parametric functions which can represent any type of curves or surfaces. This C++ Library hides the basic mathematics of NURBS. This allows the user to focus on the more challenging parts of their projects. The library also offers a lot of features to help generate NURBS from data points.
Date : 2025-12-21 Size : 675kb User :
[2D Graphic] C DL : 0: cout< "a.b两点之间的距离"<<a.dis(b)<<"\n" -cout
Date : 2025-12-21 Size : 1kb User : ly
[2D Graphic] CxImageForC++Builder DL : 0: 开源CxImage库，针对C++ Builder CxImage for C++ Builder-CxImage open source library for C++ BuilderCxImage for C++ Builder
Date : 2025-12-21 Size : 4.7mb User : ufowake
[2D Graphic] CalcQieDian3 DL : 0: 三点A，B，C (坐标A.x, A.y ......) A、B是矩形的两端点且C在与AB平行的矩形另一边上或其延长线上求矩形另外两端点M、N 再求与MN夹角为45度，与M距离为10的点P 以及与MN夹角45度，与N距离为10的点Q 注：P、Q都在矩形内部 -Three points A, B, C (coordinates Ax, Ay ......) A, B is rectangular and the two end points of C with AB parallel to the edge of another rectangle or its extension line of the other two end points for the rectangular M, N re-seek with the MN angle of 45 degrees, and M a distance of 10 points, P and MN angle 45 degrees, and N a distance of 10-point Q Note: P, Q are inside the rectangular
Date : 2025-12-21 Size : 1kb User : 李智信
[2D Graphic] 3BSplineCurveandsurface DL : 0: 自己用C编的3次B样条曲线和曲面程序，应付作业的，给需要的人。-C-series with its own 3rd B-spline curve and surface procedures to deal with operations, to the need.
Date : 2025-12-21 Size : 2kb User : 章海
[2D Graphic] Byangtiaoquxian DL : 0: 图形学基础编程，B样条曲线，C++环境，适合新手参考学习-Graphics based on programming, B-spline curve, C++ Environment, suitable for novice reference learning
Date : 2025-12-21 Size : 1.85mb User : LiuZH
[2D Graphic] BSPLINE DL : 0: 畫B-SPLINE曲線的C source code-Painting B-SPLINE curve C source code
Date : 2025-12-21 Size : 2kb User : KoKo
[2D Graphic] huizhibiquxian DL : 0: 绘制Bézier曲线, 三次B样条曲线的C++源程序-Drawing Bézier curves, three B-spline curve of C++ source code
Date : 2025-12-21 Size : 2.32mb User : chenfei
[2D Graphic] B_Tree DL : 0: program b tree by C. you can run it on Borlan C 5.0
Date : 2025-12-21 Size : 1.77mb User : haiha
[2D Graphic] EllipseFitByTaubin DL : 0: This is a fast non-iterative ellipse fit, and among fast non-iterative ellipse fits this is the most accurate and robust. It takes the xy-coordinates of data points, and returns the coefficients of the equation of the ellipse: ax^2 + bxy + cy^2 + dx + ey + f = 0, i.e. it returns the vector A=(a,b,c,d,e,f). To convert this vector to the geometric parameters -This is a fast non-iterative ellipse fit, and among fast non-iterative ellipse fits this is the most accurate and robust. It takes the xy-coordinates of data points, and returns the coefficients of the equation of the ellipse: ax^2+ bxy+ cy^2+ dx+ ey+ f = 0, i.e. it returns the vector A=(a,b,c,d,e,f). To convert this vector to the geometric parameters
Date : 2025-12-21 Size : 2kb User : ragada
[2D Graphic] SourceCode DL : 0: The following codes a)convert an 8-grey scale image to a binary. b) convert a 24-bit colour image to its red channel image c)convert an 8-bit colour image to a grey-scale iamge.
Date : 2025-12-21 Size : 1.89mb User : seduex
[2D Graphic] loadImage DL : 0: 使用c++语言运用opengl技术开发的bmp文件的导入程序-Use opengl c++ language technology development bmp file import process
Date : 2025-12-21 Size : 377kb User : 张哲
[2D Graphic] convolve2 DL : 0: CONVOLVE2可以用于任何CONV2使用，采取同样的参数并返回一个小的公差范围内同样结果。加速计算是通过使用面膜中的奇异值分解，表示为外产品总结一下。这些都可以有效地计算与行和列向量的卷积。 CONV2是用来从事这项运动。可分面具是一个特殊情况，并受CONVOLVE2处理多达FILTER2一样。许多不属于其他口罩可分低等级（如Gabor函数口罩），并更有效地处理CONVOLVE2。该功能也将计算出降秩逼近一个给定的面具如果需要的话，将使用此是否会加速计算。一个额外的参数允许在错误控制。附加形状选项允许：（一）2 - D“的通知“执行卷积- 也就是说，输入数组被视为周期，而不是零包围（二）一个“反思“的边界条件- 那就是，输入数组被视为体现了自身的副本包围。看到计算机和机器人视觉第一卷，由R.M. Haralick和L.G.夏皮罗（Addison - Wesley出版1992年），第298-299 -CONVOLVE2 can be used wherever CONV2 is used, taking the same arguments and returning the same results to within a small tolerance. The computation is speeded up by using the singular value decomposition of the mask to express it as a sum of outer products. Each of these can be computed efficiently as convolution with a row and a column vector. CONV2 is used to carry this out. Separable masks are a particular case and are handled by CONVOLVE2 much as FILTER2 does. Many other masks which are not separable have low rank (e.g. Gabor function masks) and are handled more efficiently by CONVOLVE2. The function will also compute a reduced-rank approximation to a given mask if required and will use this if it will speed up the computation. An extra argument allows control over the error. Additional shape options allow: (a) 2-D "circular" convolution to be performed- that is, the input array is taken to be periodic rather than surrounded by zeros (b) a "reflection" boundary c
Date : 2025-12-21 Size : 6kb User : namind
[2D Graphic] Bspline-C DL : 0: B样条插值拟合的程序，可以对图象或数据离散点进行插值，拟合，-it is B spline fitting program,it s very useful for photo or data
Date : 2025-12-21 Size : 22kb User : 徐明
[2D Graphic] self_BC_Monaghan_2D DL : 1: it is self b c monaghan
Date : 2025-12-21 Size : 2kb User : kijul
[2D Graphic] CheckerBoard DL : 0: 1.2画出棋盘（一）画出棋盘（图2A）通过查阅代码（图1.2b-c）（b）添加鼠标控制，让用户能够指定棋盘的边界（即矩形顶点）用鼠标点击。(图片见附件中)-1.2 Draw Checkerboard (a) Draw the Checkerboard (Fig. 1.2a) by referring to the code (Fig. 1.2b-c) (b) Add the mouse control, and let users be able to specify the boundary of the Checkerboard (i.e. rectangle vertices) with mouse click.
Date : 2025-12-21 Size : 12kb User :

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