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Mathematics@CUHK | Anything about mathematics.Anything about mathematics.
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Mathematics@CUHK | Anything about mathematics. | cuhkmath.wordpress.com Reviews
https://cuhkmath.wordpress.com
Anything about mathematics.
cuhkmath.wordpress.com
“Useless” Circle Properties: The Green Flash In Mathematics | Mathematics@CUHK
https://cuhkmath.wordpress.com/2015/08/02/useless-circle-properties-the-green-flash-in-mathematics
Why does a mirror reverse left and right, but not top and bottom? Mean value properties for harmonic functions on Riemannian manifolds →. 8220;Useless” Circle Properties: The Green Flash In Mathematics. Since F.4 I’ve been thinking long and hard about real-life applications of circle properties. Why do we study them in secondary school anyway? Someone told me they’re used in designing cylindrical structures, but I couldn’t find a satisfactory book or website that explains. But how far is the horizon from...
Toric perspective 1 | Mathematics@CUHK
https://cuhkmath.wordpress.com/2015/05/23/toric-perspective-1
The 10th Taiwan Geometry Symposium. Why does a mirror reverse left and right, but not top and bottom? This series of posts will be about toric varieties. The author is not sure if there is a part 2, but he still calls this part 1. This post is about computing the dimensions and degrees of popular toric varieties. Readers are assumed to know linear algebra and algebraic geometry in the level of Cox-Little-O’Shea. We begin with a. Of full rank. Denote by. The integer points in the kernel of. Is prime, then.
Mathematics@CUHK | Mathematics@CUHK
https://cuhkmath.wordpress.com/author/cuhkmath
Interesting books and survey articles. It may be nice to collect in a post introductory books and survey articles in various areas in mathematics, so that all of us may take a look. This post is supposed to be edited by anyone. Analysis 1. Complex Analysis … Continue reading →. No matter what your level of mathematics is, if you are interested to comment on or contribute to this blog, you are strongly encouraged to join! The discrete Gauss-Bonnet theorem. Why a vector field rotates about its curl? Fourie...
Cassandra Lee Yieng | Mathematics@CUHK
https://cuhkmath.wordpress.com/author/casleeyieng
Author Archives: Cassandra Lee Yieng. About Cassandra Lee Yieng. Writer, artist, musician, mathematician. 8220;Useless” Circle Properties: The Green Flash In Mathematics. Since F.4 I’ve been thinking long and hard about real-life applications of circle properties. Why do we study them in secondary school anyway? Someone told me they’re used in designing cylindrical structures, but I couldn’t find a satisfactory book or website that … Continue reading →. Pirates of the Caribbean. Cosine law for tetrahedron.
Why does a mirror reverse left and right, but not top and bottom? | Mathematics@CUHK
https://cuhkmath.wordpress.com/2015/06/04/why-does-a-mirror-reverse-left-and-right-but-not-top-and-bottom
8220;Useless” Circle Properties: The Green Flash In Mathematics →. Why does a mirror reverse left and right, but not top and bottom? If you stand in front of a mirror and raise your right hand, it appears in the mirror that you raise your left hand. Why does a mirror reverse left and right, but not top and bottom? So why then, is only left and right reversed, but not top and bottom? Does the mirror have the magical power to know which way is left and which is right? 8221; (Do you have a better answer?
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Writer | Cassandra Lee Yieng
https://leeyieng.wordpress.com/writer
Writer, artist, musician, mathematician. What's in it for you? If you're short-staffed on, say, a video, I'm copywriter-designer-jinglemaker-planner all in one. Cassandra, LEE Yieng, is in her final year majoring in mathematics and minoring in information engineering at the Chinese University of Hong Kong. Her entry on the Hong Kong Space Museum (East Wing) was highly recommended at the 2011 Maths in the City competition hosted by Professor Marcus du Sautoy of the University of Oxford. Science, Technolog...
Mathematician | Cassandra Lee Yieng
https://leeyieng.wordpress.com/mathematician
Writer, artist, musician, mathematician. What's in it for you? If you're short-staffed on, say, a video, I'm copywriter-designer-jinglemaker-planner all in one. I wonder if this could be “the start of something new”. Let’s start with sub-Riemannian geometry and tag my posts “sR” and “maths”. I may put up other findings as well. Apologies for links that require institutional access, such as academic journals related to my studies. 3 July 2014 20:55:50. My university’s maths blog. QA3 Finish Chapter 3.
友情链接 | 小小泪
http://lttt.blog.ustc.edu.cn/友情链接
Little Tears' Blog! Poincare Conjecture and Elliptization Conjecture. Principle Bundle, Associated bundle, Gauge Group and Connections. 转载]What’s a Gauge? A Proof of Trigonometric Formulas in the Plane of Constant Curvature. Weak Convergence in Sobolev Spaces. 发表在 Raspiberry Pi安装minidlna1.1.4并支持rmvb. 发表在 Raspiberry Pi安装minidlna1.1.4并支持rmvb. Lttt(小小泪) on Raspiberry Pi安装minidlna1.1.4并支…. 贝某 on Raspiberry Pi安装minidlna1.1.4并支…. 卢晓 on [转自校内]七万字强大影评 颐和园. Mariano on [转自校内]七万字强大影评 颐和园. Run for: 1842 days.
Musician | Cassandra Lee Yieng
https://leeyieng.wordpress.com/musician
Writer, artist, musician, mathematician. What's in it for you? If you're short-staffed on, say, a video, I'm copywriter-designer-jinglemaker-planner all in one. I have been playing the piano since Primary 3 and am at ABRSM Grade 8. I sang in the choir from 2001 to 2002 in primary school, and from 2005 to 2009 in secondary school. In January 2013 I picked up the flute and has been enjoying it since. I also hold a Merit in ABRSM Grade 8 Music Theory. I upload some of my musical compositions on SoundCloud.
Mathematician – Cassandra Lee Yieng: Writer, Artist, Musician, Mathematician
http://leeyieng.com/mathematician
Cassandra Lee Yieng: Writer, Artist, Musician, Mathematician. Your one-stop professional in online copywriting, web design, musical instruction/perfomance/composition and mathematical tutoring and research. How Many Circles Does It Take to ‘Subtend’ an Ellipse Externally? 8211; Cassandra Lee – 3rd issue of. Princeton Undergraduate Mathematics Journal. I have decided to combine my teaching and mathematics engagements on this page. Computer and Information Technology (HKCEE level, Programming module).
Classify nonabelian groups of order pq, p and q distinct primes – Zeta Function
https://xiangyu14.wordpress.com/2015/04/27/classify-nonabelian-groups-of-order-pq-p-and-q-distinct-primes
A blog about mathematics and related topics. Classify nonabelian groups of order pq, p and q distinct primes. Let $latex p$ and $latex q$ be primes with $latex p q$. Prove that a nonabelian group $latex G$ of order $latex pq$ has a nonnormal subgroup of index $latex q$, so that there exists an injective homomorphism $latex G rightarrow S q$. Deduce that $latex G$ is isomorphic to a subgroup of the normalizer in $latex S q$ of the cyclic group generated by $latex (1 2 ldots q)$. Address never made public).
Artist | Cassandra Lee Yieng
https://leeyieng.wordpress.com/artist
Writer, artist, musician, mathematician. What's in it for you? If you're short-staffed on, say, a video, I'm copywriter-designer-jinglemaker-planner all in one. I’ve been drawing since I could speak, and I like to upload my artwork to Twitter free of charge. I am compiling a public portfolio on Instagram. And I will expand it from time to time. An Open Letter to a Lost Friend. Thoughts on The Muse’s “Should You Tell Interviewers the Truth or What They Want to Hear? The WordPress.com Blog.
陶哲轩：“我的回忆” – Zeta Function
https://xiangyu14.wordpress.com/2015/04/06/陶哲轩：我的回忆
A blog about mathematics and related topics. Classify nonabelian groups of order pq, p and q distinct primes. Fill in your details below or click an icon to log in:. Address never made public). You are commenting using your WordPress.com account. ( Log Out. You are commenting using your Twitter account. ( Log Out. You are commenting using your Facebook account. ( Log Out. You are commenting using your Google account. ( Log Out. L p (1 p infty) 的一致凸性. Asd on Any subspace of a separable me….
在WordPress中使用LaTeX – Zeta Function
https://xiangyu14.wordpress.com/2015/05/30/在wordpress-中使用latex
A blog about mathematics and related topics. A typesetting system that’s really good at formatting mathematical formulas and equations. To include latex LaTeX$, code in your post, use the following:. So, for example,. Code is broken, instead of the equation you’ll see an ugly yellow and red error message. Sorry, we can’t provide support for. Syntax, but there are plenty of useful guides elsewhere online. A quick post in our forums. Or the Stack Exchange LaTex forum. Environment. If you try to use. You ar...
Ada Lovelace Day: sponsors needed | Cassandra Lee Yieng
https://leeyieng.wordpress.com/2015/04/21/ada-lovelace-day-sponsors-needed
Writer, artist, musician, mathematician. What's in it for you? If you're short-staffed on, say, a video, I'm copywriter-designer-jinglemaker-planner all in one. Ada Lovelace Day: sponsors needed. April 21, 2015. By Cassandra Lee Yieng. Some of you at CUHK and HKU have known that I have written an article on Emmy Noether. As I battle the finals now, do check out this link and let Suw know what you think! This entry was posted in diary. What the carrot cake taught me. 8221; Thoughts On Getting Known →.
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中大資訊
由中學生到一個大學生，很多人都會想，自己前面的到底是一條怎麼樣的路。 最重要的乃是大小自適：就是讓自己過得快樂，過得舒適。 大學生搵銀攻略＞＞＞ . Http:/ cuhkinfo.blogspot.hk/2014/02/blog-post 21.html. 史上最強] - 新生行事曆 :包你唔會miss 野 :. Http:/ cuhkinfo.blogspot.com/2013/08/blog-post 6.html. 2 八月來了. REG科的腳步近了. 唔想又再成為CUSIS 老豆？咪熟REG科攻略咪得lor : http:/ cuhkinfo.blogspot.com/2013/07/reg.html. 3 那些年錯過的大誤. 〈新生常犯錯誤練習〉包你唔會犯低級錯誤： http:/ cuhkinfo.blogspot.com/2013/07/blog-post 24.html. Sunday, August 16, 2015. 本頁整理出新生對REG科的各種疑問。各位若有問題想知道，歡迎移玉至新生行事曆的即時聊天室發問/直接到fb 專頁發問。 8 waiting list 的先後次序是怎樣訂的?
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Mathematics@CUHK | Anything about mathematics.
No matter what your level of mathematics is, if you are interested to comment on or contribute to this blog, you are strongly encouraged to join! Continue reading →. A simple proof of the Gauss-Bonnet theorem for geodesic ball. In this short note, we will give a simple proof of the Gauss-Bonnet theorem. Has not yet come into play.). Be a surface equipped with a Riemannian metric. We will fix a point. And from now on. Always denotes the geodesic ball of radius. Be locally given by. It is well-known that.
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Department of Music
The Chinese University of Hong Kong. Wednesday, April 8, 2015. First-year Music Undergraduate Wins Essay Prize. On 7 February 2015, music student Kevin Tam Yi Ching received the Gold Award for his essay “Christian Agapē and Platonic Eros: How Different and Similar are They? See http:/ www5.cuhk.edu.hk/oge/index.php/en/2011-06-22-08-13-40/4th-ge-best-essay-award/list-of-awardees. Posted by Music Department. Music Department Teacher Presents at Conference in Budapest, Hungary. Dr Brian C. Thompson of t...
cuhkneurolab
Our laboratory has utilized electroencephalography (EEG) as a mean to understand the neural processing of various cognitive impairments. For instance, the underlying mechanism of impulse control associated with autism, memory problems associated with aging, and mental status of mood disorder. The coherence of the left-right frontal-posterior hemisphere and the source localization of electrical signals are two major investigating methods. NEURO-IMMUNOLOGICAL MODELLING OF AUTISM. Simons Foundation Autism R...
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