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April 3, 2016. March 4, 2016. January 3, 2016. October 31, 2015. October 21, 2014. December 28, 2013. Raquo; 从 B 到 C 半自觉. November 12, 2013. Raquo; [Notes: Real Number 1.1] Basic Definitions: Set, Group, Ring and Field. November 10, 2013. Raquo; [Notes: Analysis 2.10] 极值与条件极值. November 10, 2013. Raquo; [Notes Analysis 2.9] 高阶偏导数与泰勒定理. November 9, 2013. Raquo; [Notes: Analysis 2.8] 隐映射与逆映射定理. November 8, 2013. Raquo; [Notes: Analysis 2.7] 复合求导与拟微分平均值定理. November 5, 2013. November 4, 2013. November 3, 2013.

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BLOG | Mind on Mind | mindonmind.github.io Reviews

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April 3, 2016. March 4, 2016. January 3, 2016. October 31, 2015. October 21, 2014. December 28, 2013. Raquo; 从 B 到 C 半自觉. November 12, 2013. Raquo; [Notes: Real Number 1.1] Basic Definitions: Set, Group, Ring and Field. November 10, 2013. Raquo; [Notes: Analysis 2.10] 极值与条件极值. November 10, 2013. Raquo; [Notes Analysis 2.9] 高阶偏导数与泰勒定理. November 9, 2013. Raquo; [Notes: Analysis 2.8] 隐映射与逆映射定理. November 8, 2013. Raquo; [Notes: Analysis 2.7] 复合求导与拟微分平均值定理. November 5, 2013. November 4, 2013. November 3, 2013.

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4 raquo; 全世界的春天都一样

5 raquo; 女孩们没错

6 raquo; 失真二零一五

7 october

8 raquo; 新生

9 raquo; 从写好文章说起

10 raquo; 罪与罚

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BLOG | Mind on Mind | mindonmind.github.io Reviews

https://mindonmind.github.io

April 3, 2016. March 4, 2016. January 3, 2016. October 31, 2015. October 21, 2014. December 28, 2013. Raquo; 从 B 到 C 半自觉. November 12, 2013. Raquo; [Notes: Real Number 1.1] Basic Definitions: Set, Group, Ring and Field. November 10, 2013. Raquo; [Notes: Analysis 2.10] 极值与条件极值. November 10, 2013. Raquo; [Notes Analysis 2.9] 高阶偏导数与泰勒定理. November 9, 2013. Raquo; [Notes: Analysis 2.8] 隐映射与逆映射定理. November 8, 2013. Raquo; [Notes: Analysis 2.7] 复合求导与拟微分平均值定理. November 5, 2013. November 4, 2013. November 3, 2013.

INTERNAL PAGES

mindonmind.github.io

1

[Notes: Analysis 2.7] 复合求导与拟微分平均值定理 | Mind on Mind

http://mindonmind.github.io/2013/11/08/notes-analysis-chain-rule-and-mean-mean-value-theomrem

Notes: Analysis 2.7] 复合求导与拟微分平均值定理. 与一元函数类似，多元映射也存在这复合求导法则，即设 ({ boldsymbol{f} :D to { boldsymbol{R} m ). 在 ({ boldsymbol{x} 0 ). 上可微，再设 ({ boldsymbol{g} : { boldsymbol{R} m to { boldsymbol{R} l ). 且 ({ boldsymbol{g} ). 在 ({ boldsymbol{f} ({ boldsymbol{x} 0) ). 处可微，那么 (J({ boldsymbol{g} circ { boldsymbol{f} )({ boldsymbol{x} 0) = J{ boldsymbol{g} ({ boldsymbol{f} ({ boldsymbol{x} 0) J{ boldsymbol{f} ({ boldsymbol{x} 0) ). 而 [ begin{align*} { boldsymbol{v} ({ boldsymbol{k} ) &= varepsilon({ boldsymbol{k} ...

2

Welcome to MindonTech Notes! — MindonTech 0.0.1 documentation

http://mindonmind.github.io/notes

MindonTech 0.0.1 documentation. Welcome to MindonTech Notes! All notes are keeping updating, some of them are ugly just because I haven’t finished them. 在 Arch Linux 下安装 Enthought Python Distribution (EPD). Arch Linux 关机时出现 “Sending SIGTERM To Processes [Failed]”. Arch Linux 静态 IP 设置. Change Library Search Path For Binary Files in Linux. EPD (Enthought Python Distribution) 更新命令. Login shell 与 nonlogin shell. Get Version Info for MKL in Matlab and Numpy/Scipy. 解决 sftp/scp 连接服务器无响应 (ssh 正常) 的问题.

3

[Notes: Analysis 2.1] 欧几里得空间 | Mind on Mind

http://mindonmind.github.io/2013/10/31/notes-analysis-euclid-space

Notes: Analysis 2.1] 欧几里得空间. 首先，定义在多元分析中最基本的集合 ({ boldsymbol{R} n = {(x 1, x 2, dots, x n): x i in { boldsymbol{R} , i=1,2, dots,n } ). 中的元素 $ = (x 1, x 2, , x i) $ 称为一个向量，或一个点，其中 ({ boldsymbol{0} = (0, 0, dots, 0) ). 可以定义向量的加法与数乘两种运算 [x y = (x 1 y 1, x 2 y 2, dots, x n y n) lambda mathbf(x) = ( lambda x 1, lambda x 2, dots, lambda x n) ]. 定义 (- { boldsymbol{x} = (-x 1, -x 2, dots, -x n) ). 那么对于任意 ({ boldsymbol{x} , { boldsymbol{y} , { boldsymbol{z} ). 由此可见，定义了这些运算的 ({ boldsymbol{R} n ). 称为维 Euclid 空间.

4

蝴蝶翅膀上的一条轨迹 | Mind on Mind

http://mindonmind.github.io/2013/09/25/a-trajectory-on-the-lorenz-butterfly

假使青岛市在每句老吾老，以及人之老，幼吾幼，以及人之幼之后都加上一句人不为己，天诛地灭，那我就会觉得非常好了。视频介绍的是动力系统 (Dynamical System) 及其上的混沌现象。在一次大气科学会议中，洛伦茨迟迟没有给出报告的题目，焦急的组织者根据他的模型提出了一个很酷的概念蝴蝶效应，报告的题目则拟为可预测性一只蝴蝶在巴西振动翅膀是否会引起德州的一场飓风。 Blog comments powered by Disqus. Laquo; 从 A 到 B.

5

从 B 到 C：半自觉 | Mind on Mind

http://mindonmind.github.io/2013/12/28/semi-awareness

从 B 到 C 半自觉. 十二月份，读了两本好书文学回忆录和禅与摩托车维修技术。 Blog comments powered by Disqus. Laquo; [Notes: Real Number 1.1] Basic Definitions: Set, Group, Ring and Field.

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BLOG | Mind on Mind

April 3, 2016. March 4, 2016. January 3, 2016. October 31, 2015. October 21, 2014. December 28, 2013. Raquo; 从 B 到 C 半自觉. November 12, 2013. Raquo; [Notes: Real Number 1.1] Basic Definitions: Set, Group, Ring and Field. November 10, 2013. Raquo; [Notes: Analysis 2.10] 极值与条件极值. November 10, 2013. Raquo; [Notes Analysis 2.9] 高阶偏导数与泰勒定理. November 9, 2013. Raquo; [Notes: Analysis 2.8] 隐映射与逆映射定理. November 8, 2013. Raquo; [Notes: Analysis 2.7] 复合求导与拟微分平均值定理. November 5, 2013. November 4, 2013. November 3, 2013.

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August 15, 2013 · 10:20 am. Amar a pesar del dolor. I love thee with a love I seemed to lose. With my lost saints, I love thee with the breath,. Smiles, tears, of all my life! And, if God choose,. I shall but love thee better after death. 8220;How do I love thee” by Elizabeth Barrett Browning. Love is a peculiar thing. It can make you feel as if you can fly as if you had wings. Love can win a heart and overwhelm your soul. Love can crush your spirit into the valley of shadows unknown. How do I love thee?

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Financial, virtual, learning, money, courses, education, workplace, online, classroom,. Https:/ static-assets.strikingly.com/images/fb images/default.png. Powered by uncommonwealth company. We let the results speak for themselves. A modern and urban boutique hotel located in the heart of Madrid less than a minute walk from the main square. Visit nearby bohemian alleys, top attractions, and hip bars and clubs. Calle San Roque 28, 10452 Algete, Madrid. Learning Anywhere, Anytime.

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Yellen’s Calendar Quandary. March 14, 2016. Making the Case for a Surprise Rate Hike. An article in Bloomberg. Caught my eye this weekend. The headline was Bond Traders Give Fed Green Light to Lift Rates as Soon as June. Accompanying the article were several interesting Bloomberg Professional graphs and pages. For me, the following one really stood out. Ice Dams and Slo-Mo Promo. March 20, 2015. I did get to spend part of two days giving an interview. To an industry publication called “National Mor...

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