The Study On Pythagoyas’s Mathematics Thoughts

Pythagoras was the ancient Greek period famous mathematician and philosopher,astronomer, put forward the idea that everything has its number, he in the history ofthe ancient Greek mathematics, philosophy, astronomy, and music has an importantplace in history.Based on its mathematical philosophy Pythagoras, on the basis of the formationand development of the research, and studies the mathematical philosophy, itsinfluence on the later generations and thinking, so as to provide experience forreference for our country at present, the development of the philosophy ofmathematics. The Pythagorean philosophy of mathematics thought rich in content,covering a wide. Papers from Pythagoras, formation and evolution of mathematicsphilosophy, eventually form a certain theoretical system, and then the comprehensiveevaluation on the philosophy of mathematics thought, finally points out itscontribution to future generations of scientific and historical limitations. The contentsof the Pythagorean philosophy of mathematics thought in this paper, the mathematicalachievements mainly from Pythagoras, the evolution of mathematics philosophy, themain content of the philosophy of mathematics thought in these three aspects. Interms of the mathematics achievement, this article mainly through to the Pythagoreannumber theory, the Pythagorean theorem, irrational, and the discovery of the goldenone by one. According to the analysis of the philosophy of mathematics thoughtevolution, pointed out that the Pythagorean philosophy of mathematics thought is putforward for our predecessors philosophical wisdom beyond, another new\"Noah’sark\". With the introduction of the philosophy of mathematics thought content, closelyaround his number is all things primitive thought theory analysis. Paper finally to itsphilosophy of mathematics thought to the later scientific development has played apositive role to give the full affirmation, but also points out the Pythagoreanphilosophy of mathematics thought has its own ideal and metaphysics.