师资队伍

金凯

教育背景
2011.9-2014.7中国科学院数学与系统科学研究院    应用数学        博士
2009.9-2011.6吉林大学   数学研究所    计算数学                               硕士
2005.9-2009.6吉林大学    数学学院     信息与计算科学                    本科
 

符号/数值计算,计算代数几何,计算机代数,计算几何等

  • J.S. Cheng, K. Jin,A Generic Position Method for Real Roots Isolation of Zero-Dimensional Polynomial System, Journal of Symbolic Computation,68, Part 1:204–224, 2015.

  • J.S. Cheng, K. Jin, D. Lazard, Certified Rational Parametric Approximation of Real Algebraic Space Curves with Local Generic Position Method, Journal of Symbolic Computation, 58: 18-40, 2013.

  • K. Jin, J.S. Cheng,  Isotopic Epsilon-Meshing of Real Algebraic Space Curves, Proceeding of SNC 2014, Shanghai, China, July 28-31, 2014, Proceedings of the 2014 Symposium on Symbolic-Numeric Computation Pages 118-127 ACM New York, NY, USA,2014.

  • K. Jin, Isotopic Epsilon-approximation of algebraic curves, Proceeding of  ICMS2014,Hanyang University, Seoul, Korea,August 5(Tue) - 9(Sat), 2014. Mathematical Software – ICMS 2014 Lecture Notes in Computer Science Volume 8592, 2014, pp 269-276.

  • J.S. Cheng,K. Jin, Finding a deterministic generic position for an algebraic space curve, Proceeding of CASC2014,Warsaw, Poland, September 8 - 12, 2014. Computer Algebra in Scientific Computing. Lecture Notes in Computer Science Volume 8660, 2014, pp 74-84.

  • 陈少田,夏朋,张树功,金凯,模上的Groebner基与切触有理插值,吉林大学学报(理学版)Vol 47,No 3,2009.

Email: kjin@mail.ccnu.edu.cn or jinkaijl@163.com

(最后更新日期:2015-03-05)
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