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""" Author: kinnala Visualise the Argyris basis functions. """ from skfem import * import matplotlib.pyplot as plt m = MeshTri.init_sqsymmetric() map = MappingAffine(m) e = ElementTriArgyris() ib = InteriorBasis(m, e, map, 5)…
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话说上一次写这个笔记是13年的事情了···那时候忙着实习,找工作,毕业什么的就没写下去了,现在工作了有半年时间也算稳定了,我会继续把这个笔记写完.其实很多章节都看了,不过还没写出来,先从第5章开始吧,第2-4章比较基础,以后再补! 第5章 Neural Networks 在第3章和第4章,我们已经学过线性的回归和分类模型,这些模型由固定的基函数(basis functions)的线性组合组成.这样的模型具有有用的解析和计算特性,但是因为维度灾难(the curse of dimensionali…
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2ed,  by Timothy Sauer DEFINITION 1.3A solution is correct within p decimal places if the error is less than 0.5 × 10$^{−p}$ .-P29Bisection Method的优点是计算次数(step)是确定的(interval<精度).后面介绍的算法的interval是不确定的, 所以什么时候结束计算呢?不知道.所以定义“stopping criteria’’来决定什么时候结束…
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1 引言 2 数学知识 3 光栅算法 4 信号处理 5 线性代数 6 矩阵变换 7 观察 8 隐藏面消除 9 表面明暗处理 10 光线追踪 11 纹理映射 12 完整的图形流水线 13 图形学的数据结构 14 采样 15 曲线 16 计算机动画 17 使用图形硬件 18 构建交互式图形应用程序 19 光照 20 颜色 21 视觉感知 22 色调再现 23 全局照明 24 反射模型 25 基于图像的绘制 26 可视化 参考文献 1 引言 2 数学知识 3 光栅算法 4 信号处理 5 线性代数 6…
B样条参数曲线学习 Bezier曲线有许多优越性,但有两点不足: (1) 特征多边形的顶点个数决定了Bezier曲线的阶次,并且在阶次较大时,特征多边形对曲线的控制将会减弱: (2) Bezier曲线不能作局部修改,改变一个控制点的位置对整条曲线都有影响,其原因是基函数Bernstein的参数u在[0,1]区间内均不为零. 1972年,Gordon, Rie-feld等人拓展了Bezier曲线,用B样条基函数代替Bernstein基函数,即形成了B样条曲线.曲面. B-样条曲线在计算机视觉(co…
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B-spline Basis Functions 本博客转自前人的博客的翻译版本,前几章节是原来博主的翻译内容,但是后续章节博主不在提供翻译,后续章节我在完成相关的翻译学习. (原来博客网址:http://blog.csdn.net/tuqu/article/details/4749586) 原来的博主翻译还是很好的,所以前几章节直接借鉴参考原博主的内容. B-spline Basis Functions:Definition 贝塞尔基函数用作权重.B-样条基函数也一样:但更复杂.但是它有两条贝…
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