Yongjun Chen
Papers
2
Total Citations
3
H-Index
1
About
Yongjun Chen is a mathematician whose research focuses on numerical linear algebra, particularly the computation of eigenvalues for dual quaternion Hermitian matrices—a problem with applications in robotics, computer graphics, and control theory. His most notable contribution is the development of the "Three-step Jacobi method" (2025), an efficient algorithm for solving this complex computational challenge, which has already garnered early citations. Beyond his technical work, Chen has also contributed to the broader scientific community through his involvement with the National Natural Science Foundation of China, authoring a paper on the establishment, development, and future prospects of its Department of Interdisciplinary Sciences (2022). This work reflects his commitment to fostering cross-disciplinary research, an increasingly vital approach in modern science. While his citation counts are still growing, Chen’s dual focus on advancing numerical methods and promoting interdisciplinary collaboration positions him as a thoughtful contributor to both computational mathematics and science policy. His career exemplifies how technical rigor and institutional vision can together drive scientific progress.
Research Focus
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Top Papers
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