1, Shen is a young mathematician. He has published five articles in four major mathematical journals with remarkable achievements. These articles cover many fields, including algebraic geometry, differential geometry, topology, algebraic number theory and so on.

2. In the field of algebraic geometry, Shen and his collaborators published a paper on 20 18, which combined some basic concepts of birational geometry and linear algebra and provided a new perspective of birational deformation.

3. Together with his collaborators, he also made contributions to algebraic geometry, especially in the structure of Glassman manifold, and gave a new constructive proof.

Shen also made some important contributions in the field of differential geometry, especially in the Euler characteristic line, and gave a new proof method.

4. Shen has made outstanding contributions in the field of mathematics, and his achievements will provide important reference and enlightenment for future mathematical research.

Shen hasn't published an article in Zhihu, but his research results and opinions may be quoted or discussed in Zhihu.

Shen's research results are as follows:

1. In the field of topology, he and his collaborators solved the basic problems about manifolds and proved that some natural operators defined on manifolds are homeomorphic, which is an important progress in the field of topology.

2. In algebraic number theory, he and his collaborators studied automorphism forms and Langlands programs, and achieved important research results.

3. Together with his collaborators, he solved some important problems in algebraic geometry and algebraic number theory, such as proving that gauge groups are divisible, which provided new ideas and methods for later research.

Shen has made great contributions in many fields of mathematics. His research results not only deepen people's understanding of mathematics, but also provide important reference and enlightenment for future research.

He participated in many math education and popularization projects, and devoted himself to spreading math knowledge and ideas to more people. He helped people better understand and appreciate the charm of mathematics by writing popular science articles, holding mathematics lectures and participating in mathematics competitions.