How did the application of mathematical methods rise in the modern scientific revolution?
Another driving factor of modern scientific revolution is the application of mathematical methods. Its initial rise also benefited from people's obsession with Platonism and Pythagoras. The effect of mathematics on music is the most obvious. The so-called harmony is the harmonious relationship between numbers in the interval. This principle of harmony can also be seen in architectural design. No wonder Goethe regards architecture as solidified music. It seems that art will rise to a higher position as long as it presents the characteristics of numbers. Russell, as a logician, said: "Understanding the digital structure in things gives people new power to control the surrounding environment. In a sense, it makes people more like God. Pythagoras once regarded God as the supreme mathematician. If human beings can use and improve their mathematical skills to a certain extent, they will be closer to God's position. This is not to say that humanism is ungodly's, or contrary to the accepted religion. But it does show that the popular religious practice at that time tended to be regarded as routine, but in fact it was the ancient pre-Socrates theory that ignited the imagination of thinkers. In this way, in the field of philosophy, a new Platonism temperament has risen again. The emphasis on human strength is reminiscent of the optimism when Athens reached its peak. " It can be said that the application of mathematical methods played a great role in promoting the initial scientific revolution.