Wu Yan
Wu Yan, male, Han nationality, from Ledong, Hainan, was born in November 1964. From September 1982 to July 1986, he graduated from South China Normal University with Bachelor of Science in basic and applied mathematics. From July 1986 to July 1987, he was a teacher in the Department of mathematics of Qiongzhou University; from July 1987 to September 1994, he was a teaching assistant in the Department of mathematics of Qiongzhou University; from October 1994 to September 1999, he was a lecturer in mathematics of Qiongzhou University; from October 1999 to August 2006, he was an associate professor in mathematics of Qiongzhou University; from September 2006 to now, he has been a professor in mathematics of Qiongzhou University.
Character experience
From 2001 to 2002, he was a visiting scholar in the Department of mathematics of Northeast Normal University. He studied under Professor Nan Jizhu (now a doctoral supervisor of Dalian University of Technology) in the fields of typical group and algebra K-theory, matrix geometry, algebra combinatorial theory and so on. In the past six years, he has made good scientific research achievements in the fields of typical group application and the intersection of matrix theory and combinatorial theory. He has been in the national algebra Conference for many times I've talked to you on the Internet. He was invited to be the reviewer of the national core journal northeast Mathematics (English).
Lecture course
He has taught basic courses such as advanced algebra, modern algebra, point set topology, and professional elective courses such as selected lectures on algebra, etc.
Main contributions
From 1997 to 1999, he presided over and completed the research of the university level teaching reform project "teaching method reform of Higher Algebra". In recent years, he participated in the construction of the university level excellent (key) course of higher algebra, published many teaching reform papers and participated in the compilation of a teaching reference book.
Academic research
In the field of algebra, we have carried out in-depth research on the intersection of the application of typical groups over rings with matrix theory and algebraic combinatorial theory. Specifically, we have achieved good results in the aspects of matrix classification and construction of authentication codes for the application of typical groups over rings, and the research on the generalized inverse theory of matrices in matrix theory. We have presided over and completed two provincial funded scientific research projects, one funded by the Provincial Natural Science Foundation Project (10401) classification of matrices, polynomials and subspace inclusion relations over Galois rings and their applications (10000 yuan, may 2004-06), another project supported by Hainan Provincial Education Department is finite local rings
Z/pkZ
The classification of homomorphic matrices and special Semigroups (HJ 425-05). As the moderator, he is hosting the research fund funded project of Hainan Provincial Department of Education (hjkj200733) (8000). In the past five years, he has published more than ten papers in the core journals such as journal of mathematical physics, Journal of mathematics, Journal of Northeast Normal University, practice and understanding of mathematics. In July 2006, he independently published a 225000 word academic monograph, classification and application of special matrices on Galois rings, published in Journal of mathematical physics as the first author (issue 3, 2004) and Journal of Mathematics (issue 2, 2006), both won the third prize of excellent academic papers in natural science of Hainan Province; many papers published were extracted by American Mathematics Review and Chinese mathematics abstracts, and cited by many authors.
academic achievements
In recent 5 years, it has been published or published in authoritative and core journals in China
What are the published monographs or papers
academic monograph: Wu Yan (solo), classification and application of special matrices over Galois rings (m), Beijing: Science Press, July 2006. Wu Yan et al. Enumeration theorem of m-order alternating matrices over Z / pkz and Its Applications (J), Acta Mathematica physica Sinica, June 2004, No.3. Wu Yan. Standard forms of skew symmetric matrices and orders of pseudo symplectic groups over finite local rings Z / pkz. Acta Mathematica physica Sinica, December 2004, No.6. Wu Yan et al. Conditions and matrix representations of subspace inclusions in even characteristic orthogonal spaces, Journal of mathematics, March 2006, No. 2. Wu Yan et al. Construction of Cartesian verification codes using skew symmetric matrices of order m over finite local ring Z / 2kZ (J). Journal of Northeast Normal University. Wu Yan. Some enumeration results of generalized inverses of matrices over finite local rings Z / QKZ, mathematical practice and understanding, October 2004, issue 10. Wu Yan et al. Weighted generalized inverses of s-idempotent matrices and matrices over Z / pkz, college mathematics, December 2004, No.6. Wu Yan, Fu Xiaofang. Two kinds of matrix equations over Z / pkz, mathematical practice and understanding, February 2007, issue 3. Wu Yan, the number of solutions of a class of matrix equations over Z / pkz, Journal of Guangxi University, Natural Science Edition, December 2003, issue 4. Fu Xiaofang, Wu Yan. Research on Generalized Inverses of special products of matrices over Z / pkz (J). Journal of basic science of Textile University, June 2007, No. 2, 20 (2): 113-117.
Award winning record
In 1996, he won the second prize of "Higher Algebra" teaching reform achievement of Qiongzhou University. From 1996 to 1998, he participated in the research of "Research on comprehensive reform of Hainan Li junior middle school mathematics teaching and teacher training" as a member of the world bank loan project, which won the second prize of national teaching achievement. Baidu Encyclopedia content is shared by netizens. If you find that your data content is inaccurate or incomplete, you are welcome to use your own data service (free) to participate in the correction. Go to > > now
Chinese PinYin : Wu Yan
Wu Yan