资源列表
simpleCprogram
- 介绍一个非常简单的C++程序，了解C++程序的组成。现在读者不需要输入代码，只是了解一下建立程序的过程。-Introduce a very simple C++ program to understand the composition of C++ program. Nowadays, readers do not need to enter the code, only to find out the process to establish procedures.
low-pass-mask
- 方法引入低通掩膜算子在空域对降采样前的图像做滤波预处理,抑制欠采样噪声.系统...频谱混叠.实验证明,此算法基本能达到预滤波插值算法的处理效果.-Method of introduction of a low-pass mask operator in the airspace of the down-sampling the image before filtering to do pre-processing, noise suppression due to sampling. The s
image-display
- 在VC++环境下对JPEG图像显示的具体方法,即通过VC++.Net的GDI+类来实现的方法。通过该方法能够准确地显示原图像,且基本上不损失原图像的品质-In the VC++ environment JPEG image display on the specific methods, namely, by VC++. Net GDI+ classes to implement the method. Through the method can accurately display the
three-dimension-transform
- 开发人员可以借助于变换功能来对模型进行重定位、调整大小和重定向，而无需更改用来定义模型的基值。 -Developers can change features of the model by means of carrying out re-positioning, adjusting the size and redirection without the need to change the base value used to define the model.
region-subdivision
- 对二维平面上区域进行不规则四边形剖分,构造了区域到子区域的射影变换。由二元分形插值函数引入第三维的值,构成射影迭代函数系统。-Two-dimensional plane of the trapezoidal region subdivision to construct a regional to sub-regional projective transformation. By the binary fractal interpolation function the value of in
rubber-band-drawn
- 计算机图形学种子填充四联通算法的简单实现（橡皮筋画直线法，图像的重绘与再现，种子填充四联通算法的简单实现） -Computer Graphics Interchange 4 seed fill algorithm is a simple realization of (rubber band drawn straight-line method, the image of the redraw and reproduction of seed fill algorithm is a simple
Fractal-images
- 分形图形同常见的工程图迥然不同，分形图形一般都有自相似性，这就是说如果将分形图形的局部不断放大并进行观察，将发现精细的结构，如果再放大，就会再度出现更精细的结构，可谓层出不穷，永无止境。艺术家在分形画面的不同区域涂上不同的色彩，展现在我们面前的，将会是非常美丽的画面。 -Fractal images with a common drawing very different fractal graphics are generally self-similarity, which means
Parametric-drawing
- 参数化绘图适用于结构形状比较定型，并可以用一组参数来约定尺寸关系的系列化或标准化的图形绘制。参数化绘图有两大类型：程序参数化和交互参数化绘图。 -Parametric drawing more stereotypes applied to structure and shape, and a set of parameters can be agreed upon between the serialized size or standardized graphics rendering. Th
Cycloid
- 摆线是数学中众多的迷人曲线之一．它是这样定义的：一个圆沿一直线缓慢地滚动，则圆上一固定点所经过的轨迹称为摆线-Cycloid is a curve in mathematics, one of the many charming. It is defined as: a circle rolling along a straight line slowly, then the circle of a fixed point through which the track is called cy
OpenGL
- OpenGL游戏开发中的例子，实现了光照，纹理映射等，另外还附带了开发库-OpenGL game development examples to achieve illumination, texture mapping, in addition to libraries with the development
Hennon-gravity
- 有质量就会有引力，物体都有引力，质量越大引力越大。为了研究物体的引力，引入了引力线的概念。引力线是一种假想的线，引力线蔬密表示引力强弱，引力线的方向表示引力的方向。-Hennon gravity line graph
source4
- 基于c++的opengl物体场景，有4个文件，初学用-Based on c++ objects in opengl scene, there are 4 files, beginners to use