Mr. Chen Shengshen, a famous mathematician, has put forward that mathematics is beautiful more than once. Mathematics is embodied in all aspects, and beauty is the starting point for exploring the laws of world phenomena. Beauty lies in the simplicity of some information with a few letter symbols, the great combination of bold assumptions and rigorous argumentation, the wonderful feeling of reaching agreement when demonstrating a problem, the perseverance of mathematicians in exhausting argumentation theorems, and the wide application of beauty in almost all disciplines.
Introduction to Chen Shengshen:
Chen Shengshen is one of the greatest geometricians in the 20th century and is known as the father of global differential geometry. Former first academician of Academia Sinica, American National Academy of Sciences, founding academician of Third World Academy of Sciences, foreign academician of Royal Society, foreign academician of Italian National Academy of Sciences, foreign academician of French Academy of Sciences and the first batch of foreign academicians of China Academy of Sciences.
Chen Shengshen established the theory of value distribution on high-dimensional complex manifolds, including Bot-Chen theorem which influenced algebraic number theory. He laid the foundation of generalized integral geometry and obtained the basic kinematics formula. Chen's characteristic class and Chen's differential formula introduced by him have penetrated into other fields besides mathematics and become important tools of theoretical physics.
Refer to the above? Baidu Encyclopedia-Chen Shengshen