Pythagorean Harmony
'According to the interpretation of the Finnish professor emeritus, Pythagorean harmony is related to society and the interaction between people, which is certainly what he partly meant. This bypasses the Pythagorean view of world affairs. The idea of Pythagoras' mathematical work as a peace activist seems like a strange interpretation. A man of that era did not think of such things. Human death or enslavement did not cause problems. Pythagoras was a creative person, usually focused on developing ideas. He was playing the instrument when he discovered the relationships of the musical scale. Pythagoras killed her pupil with great certainty, who was interested in the round shape and figures that did not conform to the simple ratio of harmony. This can be read in the literature. Pythagoras himself met a violent death, and he and the students were burned alive in their home. There is also another description of his death, based on different sources of information.
Stephen Hawkings interpretation of Pythagoras. Pythagoras believed that everything can be described in mathematical language. He developed the all-encompassing "harmony of the spheres", which expressed in mathematical language the traditional belief of the Greeks that only spheres and circles are perfect forms. He discovered music in mathematics and thought that it was possible to describe everything in musical scales. Stephen Hawking says the idea was a dead duck because instead of harmony it led to woefully incomplete characters. The Catholic Church has banned the use of the pentagon. Is this why Stephen Hawkings doesn't mention the patterns? We know that Stephen Hawking received and accepted an honorary award from the Vatican.'
Pythagoras explored the starry sky, and made the observation, the Earth's round shape and it circumventing the sun. The final adoption of this observation occurred 2000 years later in Europe. 2300 years later, science has not been able to understand that Pythagoras was right in a music scale-like mathematical scale. The relative pitches of the musical scale of Pythagoras, will be compensated in the Equivalen Proportional Calculation on basic standard series numbers. The key scale refers to a set of tone frequencies, which are available at any one time. This better Pythagoras was not able to express the harmony of the figures, it can be active at one time, only one scale. Of the factors the 1,25 is perhaps the most important in determining the Golden Ratio 1.618. The factor is the distance that multiples the distance, a value exists. (961)
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