Golden Ratio in the Literature
 There are any Finnish-language book of the Golden Section. The word in the English language, does not change the situation of the Golden Mean, Golden Section, etc. The number ratio is still open, like thousands of years before that. The librarian's proposed the Encyclopedia Britannica Encyclopedia. The book had any article of the Golden Section. The book is instead full of references to articles that mentioned the Golden Section. The book's edition, however surprised on its freshness.
The Lahti City Library-Regional Library search by word - Golden Section - the library assistant will bring a handful of examples, mainly from magazines.
The pencil in the picture has not broken having the Golden Section ratio. The Golden Section is involved in the fracture, and explains first the human bones, and later, through the strength of the steel. We get the information about the relationship, related to engineering design and conceptual values. The word Golden Section, gives in Finnish language an unambiguous picture of the word. In general, the word corresponds the English word of the Golden Section. When compared to the words in the English language, we get three different significance.
Golden Mean
It will be understood through philosophy.
Golden Section
A Line Sharing in the Golden Section ratio of 8:5.
Golden Ratio
Things to consider the whole through the number ratio of 1.618.
We read of the Golden Section in the history. We enjoy the wonderful history of people thinking skills, which has the same meaning, with the calculation. We are surprised, of their thinking far-sightedness. After this, we calculate examples of mortal and immortal things. Finally, the presentation provides a comprehensive whole that has not been previously presented. Almost all of the calculation is done in a manner which is different from that we are learned. What we have been taught, has not formed a coherent examination of issues between phenomena. Presentation is not history, but to this day, and for the future. Comments on matters are related to the proportional nature of the surrounding reality. Pythagoras, Albert Einstein. Johannes Kepler, Archimedes, etc.
29.11.2014*17:56 (889 - 26)
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