meschach配置使用 *:first-child { margin-top: 0 !important; } body>*:last-child { margin-bottom: 0 !important; } /* BLOCKS =============================================================================*/ p, blockquote, ul, ol, dl, table, pre { margin: 15px…

昨天总结了深度学习的资料,今天把机器学习的资料也总结一下(友情提示:有些网站需要"科学上网"^_^) 推荐几本好书: 1.Pattern Recognition and Machine Learning (by Hastie, Tibshirani, and Friedman's ) 2.Elements of Statistical Learning(by Bishop's) 这两本是英文的,但是非常全,第一本需要有一定的数学基础,第可以先看第二本.如果看英文觉得吃力,推荐看一下下面…

原英文地址:dcm_tutorial 感觉这篇文章还是很有学习价值的,所以就抽出了一些时间对本文进行的翻译.下面这个好多人用的算法就是一种DCM 滤波器. //====================================================================================== // IMU.c // S.O.H. Madgwick // 25th September 2010 //==============================…

原地址http://www.starlino.com/dcm_tutorial.html Introduction This article is a continuation of my IMU Guide, covering additional orientation kinematics topics. I will go through some theory first and then I will present a practical example with code bui…

链接. General Books on Electromagnetics When our department recently reviewed our junior-level text, we were struck by the large number of books now available from wh ich to teach introductory electromagnetics. Here, I mention only my two personal favo…

转自:http://ariasprado.name/2011/11/30/profiling-application-llc-cache-misses-under-linux-using-perf-events.html In this post we will see how to do some profiling under Ubuntu Linux using Perf Events, present in the kernel since version 2.6.31 [1, 2].…

最近严重感觉到数学知识的不足! http://bbs.gameres.com/showthread.asp?threadid=10509 [译]Mathematics for Computer Graphics Mathematics for Computer Graphics数学在计算机图形学中的应用Greg Turk, August 1997 “学习计算机图形学需要多少的数学?”这是初学者最经常问的问题.答案取决于你想在计算机图形学领域钻研多深.如果仅仅使用周围唾手可得的图形软件,你不需要知…

Mathematics for Computer Graphics 最近严重感觉到数学知识的不足! http://bbs.gameres.com/showthread.asp?threadid=10509 [译]Mathematics for Computer Graphics Mathematics for Computer Graphics数学在计算机图形学中的应用Greg Turk, August 1997“学习计算机图形学需要多少的数学?”这是初学者最经常问的问题.答案取决于你想在计算机…

无预处理共轭梯度 要求解线性方程组 ,稳定双共轭梯度法从初始解 开始按以下步骤迭代: 任意选择向量 使得 ,例如, 对 若 足够精确则退出 预处理共轭梯度 预处理通常被用来加速迭代方法的收敛.要使用预处理子 来求解线性方程组 ,预处理稳定双共轭梯度法从初始解 开始按以下步骤迭代: 任意选择向量 使得 ,例如, 对 若 足够精确则退出 这个形式等价于将无预处理的稳定双共轭梯度法应用于显式预处理后的方程组 , 其中 ,,.换句话说,左预处理和右预处理都可以通过这个形式实施. Mahout 分布式共轭…

https://www.quora.com/How-do-I-learn-machine-learning-1?redirected_qid=6578644   How Can I Learn X? Learning Machine Learning Learning About Computer Science Educational Resources Advice Artificial Intelligence How-to Question Learning New Things Lea…