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Thursday, November 08, 2012. On the Periodicity of Chinese Sexagenary Indices. I have written a short note on the periodicity of Chinese sexagenary indices (traditionally known as bazi. 八字) after I read the book. By Hee on the same subject, many years ago. I was motivated primarily by a section of her book. In page 22, Hee wrote:. Basically, Hee's claims are as follows:. When considered independently, the periodicity of the year-index is 60 years, which is obviously correct. Another interesting observati...

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Thursday, November 08, 2012. On the Periodicity of Chinese Sexagenary Indices. I have written a short note on the periodicity of Chinese sexagenary indices (traditionally known as bazi. 八字) after I read the book. By Hee on the same subject, many years ago. I was motivated primarily by a section of her book. In page 22, Hee wrote:. Basically, Hee's claims are as follows:. When considered independently, the periodicity of the year-index is 60 years, which is obviously correct. Another interesting observati...

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Rigel Kent | rigelkent.blogspot.com Reviews

https://rigelkent.blogspot.com

Thursday, November 08, 2012. On the Periodicity of Chinese Sexagenary Indices. I have written a short note on the periodicity of Chinese sexagenary indices (traditionally known as bazi. 八字) after I read the book. By Hee on the same subject, many years ago. I was motivated primarily by a section of her book. In page 22, Hee wrote:. Basically, Hee's claims are as follows:. When considered independently, the periodicity of the year-index is 60 years, which is obviously correct. Another interesting observati...

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rigelkent.blogspot.com

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Rigel Kent: On the Periodicity of Chinese Sexagenary Indices

http://rigelkent.blogspot.com/2012/11/on-periodicity-of-chinese-sexagenary.html

Thursday, November 08, 2012. On the Periodicity of Chinese Sexagenary Indices. I have written a short note on the periodicity of Chinese sexagenary indices (traditionally known as bazi. 八字) after I read the book. By Hee on the same subject, many years ago. I was motivated primarily by a section of her book. In page 22, Hee wrote:. Basically, Hee's claims are as follows:. When considered independently, the periodicity of the year-index is 60 years, which is obviously correct. Another interesting observati...

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Rigel Kent: Hexagram No. 31 in the Yi Jing (易经)

http://rigelkent.blogspot.com/2010/04/hexagram-no-31-in-yi-jing.html

Thursday, April 01, 2010. Hexagram No. 31 in the Yi Jing (易经). The icon and slogan found on the paperbag of Eu Yan Sang (余仁生). 咸因)有心才会感恩 (approximately: Be grateful (to your parents), if you have heart). Reminds me of an hexagram in the Chinese divinational classic. For the uninitiated, the slogan is a clever manipulation of. 感恩) In the former, the hearts (心) are removed, and does not carry any meaning in modern Chinese. My guess is that the creator of the slogan did not know that the character. 九四&#6530...

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Rigel Kent: McKinney's Generalization of the Birthday Problem: Part I

http://rigelkent.blogspot.com/2010/05/mckinneys-generalization-of-birthday.html

Sunday, May 23, 2010. McKinney's Generalization of the Birthday Problem: Part I. In 1966, E. H. McKinney of Ball State University. Published a paper entitled "Generalized Birthday Problem" in the American Mathematical Monthly, in which he seek to answer two questions related to the famous birthday problem. The problems considered by McKinney are (a) Suppose. People are selected at random. What is the probability that at least. People will have the same birthday? B) What is the smallest value of. McKinney...

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Rigel Kent: The Mathematics of Honeycomb: Part I

http://rigelkent.blogspot.com/2010/04/mathematics-of-honeycomb-part-i.html

Friday, April 09, 2010. The Mathematics of Honeycomb: Part I. The fact that honeycombs. Are hexagonal is rather well-known. However, this is only a two-dimensional description of the honeycomb. The three-dimensional description of the honeycomb structure is more interesting, but most people is unaware of it. Technically, the basic unit of a honeycomb is special type of hexagonal prism bound by six trapeziums. The familiar hexagonal top and a base formed by three rhombuses. Point of view for nature will s...

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Rigel Kent: McKinney's Generalization of the Birthday Problem: Part II

http://rigelkent.blogspot.com/2010/05/mckinneys-generalization-of-birthday_23.html

Sunday, May 23, 2010. McKinney's Generalization of the Birthday Problem: Part II. Of the article, we considered the expression for computing the probability that at least. People will have the same birthday, given. People are selected at random. In this article, we will consider a special case to illustrate the use of formula numerically: Suppose five people are selected at random, what is the probability that at least three people will share the same birthday? In this example, the Frobenius equation.

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rigelkent.blogspot.com

Rigel Kent

Thursday, November 08, 2012. On the Periodicity of Chinese Sexagenary Indices. I have written a short note on the periodicity of Chinese sexagenary indices (traditionally known as bazi. 八字) after I read the book. By Hee on the same subject, many years ago. I was motivated primarily by a section of her book. In page 22, Hee wrote:. Basically, Hee's claims are as follows:. When considered independently, the periodicity of the year-index is 60 years, which is obviously correct. Another interesting observati...

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ACE UK 2015 Rollercoaster Tour - Day 2: London Part I. Aug 10th, 2015 at 12:17 AM. With no real jet lag problems going eastward (it's much harder going west), we made sure to get up early and grab breakfast. With a little help from the concierge, we learned to grab the bus to the nearest tube stop, Hatton Cross on the Picadilly line just outside Heathrow, and made the hour-long sojourn into London proper. First stop: Mornington Crescent station. There were black cats all over it. It was such a nice day a...