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Posted May 28, 2012 by Sune Kristian Jakobsen. As I promised in my last post, I will give two more examples of games, where it is better to be the weaker/less capable player. 99%=099% chance of surviving. So if you have 99% chance of hitting on each shot, both you opponents have 100% chance and everyone know this, then you will survive with probability 66.33%. 8212;————————————————————&...I remember that I have heard about the three person Russian roulette, but a cannot find any references now (added lat...

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Posted May 28, 2012 by Sune Kristian Jakobsen. As I promised in my last post, I will give two more examples of games, where it is better to be the weaker/less capable player. 99%=099% chance of surviving. So if you have 99% chance of hitting on each shot, both you opponents have 100% chance and everyone know this, then you will survive with probability 66.33%. 8212;————————————————————&...I remember that I have heard about the three person Russian roulette, but a cannot find any references now (added lat...
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Abandoned blog | sunejakobsen.wordpress.com Reviews

https://sunejakobsen.wordpress.com

Posted May 28, 2012 by Sune Kristian Jakobsen. As I promised in my last post, I will give two more examples of games, where it is better to be the weaker/less capable player. 99%=099% chance of surviving. So if you have 99% chance of hitting on each shot, both you opponents have 100% chance and everyone know this, then you will survive with probability 66.33%. 8212;————————————————————&...I remember that I have heard about the three person Russian roulette, but a cannot find any references now (added lat...

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maths14.wordpress.com maths14.wordpress.com

2015年廣東省高考理科數學最後一個問 | Maths14's Blog

https://maths14.wordpress.com/2015/06/13/2015年廣東省高考理科數學最後一個問

I want to write an introductory book. Another interesting problem →. 六月 13, 2015. Solution: We appeal the method of “ Summation by parts. Are two sequences. Then. We can easily compute that. Now apply the “summation by parts" formula above, with. We adopt the convention that. Thus we deduce that. This inequality can be proved using elementary method. See also https:/ en.wikipedia.org/wiki/Harmonic series (mathematics)#Rate of divergence. View all posts by maths14 →. I want to write an introductory book.

maths14.wordpress.com maths14.wordpress.com

Hamilton’s quaternions and Pauli matrices | Maths14's Blog

https://maths14.wordpress.com/2016/11/02/an-isomorphism

Some remarks on the character table. An exercise on root sytems →. Hamilton’s quaternions and Pauli matrices. 十一月 2, 2016. Denote the collection of 2-by-2 Hermitian matrices. A (complex) basis of. Is given by the identity matrix. With the Pauli matrices. Define a symmetric bi-linear form. Is the transpose of the complex conjugate of. Be the real span of. We still denote it with the same notation. Then. Is a quadratic space of real dimension four. Be the four dimensional. Define a symmetric bi-linear form.

maths14.wordpress.com maths14.wordpress.com

maths14 | Maths14's Blog

https://maths14.wordpress.com/author/maths14

I am a Cantonese student learning mathematics. I like good food, football, Chinese Chess, funny movies and pop songs. You are very welcome to leave a comment. An exercise on root sytems. 十一月 19, 2016. Let be a finite Coxeter system and its r … 繼續閱讀 →. Hamilton’s quaternions and Pauli matrices. 十一月 2, 2016. Let denote the collection of 2-by-2 Herm … 繼續閱讀 →. Some remarks on the character table. 六月 3, 2016. I mean the table of irreducible characte … 繼續閱讀 →. 六月 15, 2015. 六月 13, 2015. 一月 20, 2015. 一月 20, 2015.

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骨緻 | Maths14's Blog

https://maths14.wordpress.com/2015/01/20/骨緻

I want to write an introductory book →. 一月 20, 2015. 我疑惑,廣府話 我都系中意叫廣東話 嘅 骨緻 是否從此而來。 骨緻,據聞無 正字 ,有人也寫 骨止 ,甚至 骨子。 咩叫骨緻 我覺得就系英文詞elegant graceful elite,甚至有少少delicate。 比如佛山電台有佛山話嘅節目,或者播音員會講幾句佛山話 唔知宜家重有無 廣東四大名園,都在南番順 食在廣州,但廚出鳳城 順德大良 粵劇名伶幾乎都住佛山,廣州嘅八和會館,無錯,聽個名就知,只系會館 甚至 蜑民 俗稱蜑家佬 , 自梳女 , 馬姐 , 七十二家房客 呢啲粵語長片經常出現嘅人物角色,我諗都系來自珠三角南番順。 點解嗰度嘅人會 骨緻 呢 呢方面我相信戰國時期 又系 齊國嘅大夫管仲畀出我認同嘅答案 倉廩實則知禮節,衣食足則知榮辱。 但系,管仲系孔子之後嘅人吧 比如香港人曾經多次舉此為例 順德碧桂園 一個在2000年前後屬於好高級嘅樓盤 曾經有住有好多香港人。 順德 馬姐 ,其實就系 佣人。 但有很多民間耳口相傳的 生活 智慧 我保證順德馬姐蒸條鰂魚好食過今時今日絕大多數嘅大酒樓。

talkmath.wordpress.com talkmath.wordpress.com

Escher’s Print Gallery | Talk Math

https://talkmath.wordpress.com/2011/03/23/eschers-print-gallery

Mostly a teaching blog with occasional commentary on general topics by Ajit Bhand. Escher’s Print Gallery. March 23, 2011 in Aside. Tags: M. C. Escher. Many of you must be aware of the works of the famous Dutch artist Maurits Cornelis Escher. Who explored the notions of symmetry and infinity and depicted visual paradoxes and impossible worlds through his art. He worked extensively on regular divisions of the plane, also called tessellations. Inspired by a drawing by H. S. M. Coxeter. A professor of Mathe...

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Nirakar Neo's Blog | Mathematics and Trivia | Page 2

https://nirakarneo.wordpress.com/page/2

Nirakar Neo's Blog. May 30, 2011. The Riesz Representation Theorem – I. Finally I figured out how to convert LaTeX to WordPress content. Thanks to LaTeX to WordPress. My first post is an experimental one. I have chosen Riesz representation theorem (in abstract integration). I have tried to keep the exposition simple. Any question/comment/criticism/suggestion is invited. Represents a topological space. Is Hausdorff, if any two distinct points in. Can be separated by disjoint open sets in. And is denoted by.

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Skip to main content. Skip to primary sidebar. Skip to secondary sidebar. Blue shirt khaki pants. National STEM Centre – http:/ www.nationalstemcentre.org.uk/elibrary/maths/. Nrich Enriching Mathematics – http:/ nrich.maths.org. NY Times Wordplay/Numberplay – http:/ wordplay.blogs.nytimes.com. Plus Magazine – http:/ plus.maths.org. Society for Industrial and Applied Mathematics – http:/ www.siam.org. The Museum of Mathematics – http:/ momath.org. Vitutor Math – http:/ www.vitutor.com. I am a fourth-year ...

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Abandoned blog

Posted May 28, 2012 by Sune Kristian Jakobsen. As I promised in my last post, I will give two more examples of games, where it is better to be the weaker/less capable player. 99%=099% chance of surviving. So if you have 99% chance of hitting on each shot, both you opponents have 100% chance and everyone know this, then you will survive with probability 66.33%. 8212;————————————————————&...I remember that I have heard about the three person Russian roulette, but a cannot find any references now (added lat...

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