数学资料（Mathematical data）.docVIP

数学资料（Mathematical data） And contains a very famous Pythagorean theorem. Today, the study of space has been extended to higher dimensional geometry, non Euclidean geometry and topology. Numbers and spaces play an important role in analytic geometry, differential geometry and algebraic geometry. In differential geometry, there are concepts such as fiber bundles and computations on manifolds. In algebraic geometry, there are descriptions of geometric objects such as solutions of polynomial equations, combining concepts of number and space, and topological groups, combining structure and space. Li Qun was used to study space, structure, and change. Fundamentals and logic In order to understand the foundations of mathematics, mathematical logic and set theory have been developed. The German mathematician Cantor (Georg Cantor 1845-1918) the first set theory, boldly into infinity, is to provide a solid foundation for the mathematical branch, and its content is very rich, the real infinite existence, has made invaluable contributions to the future development of mathematics. Cantors work has brought about a revolution in the development of mathematics. Because his theory has been beyond the intuitive, so when some great mathematicians opposed, Pioncare also set theory compared to interesting pathological conditions, Kronecker Cantor is back, nervous into the transcendental number of hell. For these criticisms and accusations, Cantor is still full of confidence, he said: I like the theory of rock solid, and any opposition to it will be self defeating. set theory at the beginning of twentieth Century has gradually penetrated into every branch of mathematics, a theory, measure theory, essential topology in the mathematical Sciences and tools. In the early twentieth Century, Hilbert, the greatest mathematician in the world, spread the idea of Cantor in Germany, calling him the paradise of mathematicians and the most amazing product of mathematical thought. The British philosoph