个人简介
刘金旺，汉族，1964年出生，全国优秀教师，湖南省学科带头人，中国计算机数学会常务理事，中国工业与应用数学会理事，曾任湖南省数学会副理事长、湖南科技大学数学与计算科学学院院长，湖南科技大学科协副主席，湖南科技大学数学硕士点负责人。主持承担国家自然科学基金面上项目4项、省部级课题10余项，发表高水平学术论文60余篇。多次应邀赴加拿大安大略大学、美国Clemson大学、法国巴黎高等师范学院等国外高校交流访问，多次应邀到中科院、中山大学、南开大学等高校讲学和交流。
近期论文
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1. The Groebner Basis Under Composition，Journal of Systems Science and Complexity.
2. The term orderings which are compatible with Composition II，Journal of Symbolic Computation.
3. The Membership Problem for Ideals of Binomial Skew Polynomial Rings，Communications in Algebra.
4. The Universal Gröebner Basis Under Composition，Journal of Systems Science and Complexity.
5. Homogeneous Gröbner Bases under Compostion，Journal of Algebra.
6. Further results on homogeneous Gröbner bases under composition，Journal of Algebra.
7. The λ-GrÖbner Bases Under Polynomial Composition，Journal of Systems Science and Complexity.
8. Notes on factor prime factorizations for n-D polynomial matrices，Multidim Syst Sign Process.
9. A Generalized Lin-Bose Problem，Proceedings of the Ninth International Conference on Matrix Theory and its Applications.
10. The Decision of Prime and Primary Ideal，Acta Mathematicae Applicatae Sinica.
11. On General Factorizations for n-D Polynomial Matrices，Circuits Syst Signal Process.
12. New results on multivariate polynomial matri xfactorizations，Linear Algebra and its Applications.
13. The Lin-Bose problem，IEEE Transactions On Circuits And Systems—II: Express Briefs.
14. Further remarks on multivariate polynomial matrix factorizations, Linear Algebra and its Applications.
15. The Generalized Serre Problem over K-Hermite Rings，J Syst Sci Complex.
16. Quillen–Suslin theory for the special linear group，Communications in Algebra.
17. Minor Prime Factorization for n-D Polynomial Matrices over，Complexity.
18. Some criteria for Gröbner bases and their applications，Journal of Symbolic Computation.
19. On Zero Left Prime Factorizations for Matrices over Unique，Mathematical Problems in Engineering.
20. On the equivalence of multiariate polynomial matrices，Multidim syst sign process.
21. A zero-dimensional valuation ring is 1-Gröbner，Journal of Algebra.
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