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[Crack Hackjecc-alpha1.1.tar

Description: java写的椭圆曲线加密(ECC)算法源码-java writes the elliptic curve encryption (ECC) calculates the law origin code
Platform: | Size: 38912 | Author: none | Hits:

[Graph programwireframe

Description: 很好的一个BSPLINE/BEZIER曲线生成器.速度很快。还有几个例子。- A very good BSPLINE/BEZIER curve production The speed is very quick. Also some several examples.
Platform: | Size: 18432 | Author: 王晶 | Hits:

[Graph programbezier曲线

Description: 这是一个bezier曲线的程序代码-this is a program code of bezier curve
Platform: | Size: 1985536 | Author: 张于 | Hits:

[Mathimatics-Numerical algorithms最小二乘曲线拟合

Description: 用C++编写最小二乘曲线拟合函数程序-prepared least squares curve fitting procedures Function
Platform: | Size: 3072 | Author: 齐晶 | Hits:

[Graph programcrypto51

Description: ECC椭圆曲线算法源代码.Crypto++库的开发者是Wei Dai,非常好,标准的C++模板,不论是学习还是从应用的角度,都是难得的教材。算是提供一个给大家多学习和交流的机会-ECC elliptic curve algorithm source code. Crypto Library is the development of Dai Wei, a very good standard C template, or whether it is learning from the application point of view, is a rare materials. One is to provide the public more study and exchange opportunities
Platform: | Size: 829440 | Author: 舒若 | Hits:

[Com PortCOM_360hoursCurve

Description: 汽车行驶记录仪360小时的全程速度时间曲线图的组件。-Vehicle Recorder 360 hours of full velocity-time curve of components.
Platform: | Size: 37888 | Author: 李陟 | Hits:

[Graph programBezier曲线的实现

Description: Bezier曲线,控制点由鼠标响应实现-bezier curve, respond mouse
Platform: | Size: 4722688 | Author: 月光 | Hits:

[Other最小二乘法多次曲线拟合算法

Description: 最小二乘法多次曲线拟合算法-Multi-times Least squares algorithm curve fitting
Platform: | Size: 23552 | Author: 鲁班 | Hits:

[Mathimatics-Numerical algorithms曲线拟和

Description: 数值算法 曲线拟和-curve-fitting algorithm and
Platform: | Size: 1024 | Author: 邹建 | Hits:

[Algorithm最小二乘法曲线拟合

Description: 基于最小二乘原理的曲线拟合程序-A program of curve fitting based on least squares algorithm.
Platform: | Size: 1024 | Author: 李文 | Hits:

[GDI-Bitmap贝塞尔曲线源码

Description: 贝塞尔曲线处理算法的源代码-Bessel curve processing algorithm source code
Platform: | Size: 36864 | Author: 宋天 | Hits:

[Algorithm四点插值细分曲线绘制

Description: 这是学校布制的作业用C语言实现四点插值细分曲线绘制-cloth it is the school system's operations with C language sub 4:00 interpolation Curve
Platform: | Size: 1024 | Author: 李南宁 | Hits:

[Graph Drawing2003374315

Description: 采用两种不同的方法绘制曲线 a) 二次B样条曲线 二次B样条曲线段的函数表达式为 (1) 其中 为控制顶点。 说明: ① 对任给定的一组控制顶点 ,每相邻三个控制顶点为一组进行曲线段绘制。即 为一组, 为一组,…, 为一组,所有曲线段连在一起即构成了整个B样条曲线。事实上,前一条曲线段的终点即是下一条曲线段的起点。 ② 在每一段曲线的绘制过程中, 取不同的值便得到曲线上不同的点。例如 时,由公式(1)可得到曲线的起点, 时可计算得到曲线的终点。为处理方便,可进行等距离选择,如10等份, 依次取0,0.1,0.2…,1.0,从而可计算得到10个曲线段上的点,把这10个点依次连接,就可得到该曲线段。 b) 四点插值细分曲线 四点插值细分曲线的表达规则为 其中 为控制顶点, 为细分次数, 为顶点下标。即每细分一次,在任意两点之间插入一顶点。为方便处理起见,可绘制成封闭曲线。 (初始)控制顶点保存在文件中。 给定两个测试文件c1.txt,c2.txt-using two different methods of drawing curve a) quadratic B-spline curves of the second B-spline curves of expression as a function of (1) for the control vertices. Note :-given right of a group of control vertices per three vertices adjacent to a group Marche line drawing. Namely, a group of a group, ... to a group, all of the curves that together constitute the entire B-spline curves. In fact, a curve before the end of the next one that is the starting point of the curve. curve in every section of the drawing process, different from the value curve will be different points. For example, by the formula (1) available curve starting point, to be compiled at the end of the curve. To facilitate handling, for equidistance options such as 10 equal installments, in order, from 0,0.1,0.2 ..., 1
Platform: | Size: 2048 | Author: 梁小秋 | Hits:

[Algorithm高斯拟合

Description: 曲线的高斯拟合,去除趋势性,对于一般非平稳序列的分析.-Gaussian curve fitting and removal of the trend, and for most non-stationary sequence analysis.
Platform: | Size: 1024 | Author: 龚雪 | Hits:

[Graph DrawingWork3_lyl

Description: 对已有的坐标数据用B样条插值的方法进行曲线拟合,左边可以显示数据,并可通过调用文件的方法输入数据。-have the right coordinates data with B-spline interpolation method of curve fitting, and to the left shows data, as well as by calling the document the input data.
Platform: | Size: 174080 | Author: lyl | Hits:

[Graph DrawingDrawB

Description: 用VC编写的圆弧样条,B样条曲线的绘制程序,在单文档中输入任意点,绘制出点间的圆弧样条曲线与B样条曲线-VC prepared by the arc-like, B-spline curve mapping procedures in a single document input arbitrary point and draw points of the circular spline curves and B-spline curves
Platform: | Size: 56320 | Author: 张sir | Hits:

[Internet-Networkibe-0.7.2

Description: 这是一个unix环境下实现基于身份的PKI系统源码,由stanford大学开发。采用了椭圆曲线密码公钥系统和配对椭圆曲线计算(Tate Pairing),具有非常高的效率.-This is a Unix-based environment PKI identity of the source system, developed by Stanford University. Use of Elliptic Curve Cryptosystem matching public key systems and elliptic curve calculation (Tate Pairing), with a very high efficiency.
Platform: | Size: 83968 | Author: 叶润国 | Hits:

[Graph Drawing三次Bezier曲线

Description: 三次Bezier曲线虽然原理跟二次Bezier曲线的类似,但是具体编程时还是有很多地方需要注意,因实际应用中三次Bezier曲线的作用越来越大,所以编了此程序以供参考-cubic Bezier curve Although the Second Principle Bezier curve with a similar, but specific programming when there are still many areas that need attention, according to the actual application of cubic Bezier curves bigger role, so part of this program for reference
Platform: | Size: 1024 | Author: 胡燕燕 | Hits:

[3D Graphic贝塞尔曲线和曲面

Description: 本程序是一个根据贝赛尔曲线和曲面生成算法的小程序,在tc2.0下完成的。-this is a procedure under Bessel curve and surface generation algorithm for small procedures, the tc2.0 completion.
Platform: | Size: 1024 | Author: 代丛军 | Hits:

[GUI DevelopUse_GDI+_(1627568102003

Description: gdiplus使用, - This form *badly* demonstrates how to get VB to handle GDI+ freehand shape drawing, specifically curves. I say badly because there are many optimizations that are not implemented, such as figuring out a way not to have to redraw the entire curve for each added point. Redrawing the entire curve for each new point will result in a major loss of performance the larger the curve gets. There are also some other things wrong, which you ll hopefully spot. - The Curve type/structure can also be expanded and renamed for use with basically any shape and could hold more specific data.-gdiplus use-This form* badly* demonstrates how to get VB to handle GDI drawing freehand shape, specifically curves. I say badly because there are many optimizations that are not implemented, such as figuring out a way not to have to redraw the entire curve for each point added. Redrawing the entire curve for each new point will result in a major loss of performance the larger the curve gets. There are also some other things wrong, which you ll hopefully spot.- The Curve type/structure can also be expanded and renamed for use with basically any shape and could hold more specific data.
Platform: | Size: 288768 | Author: good | Hits:
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