• 姓       名:张丽
  • 职       称:副教授
  • 学       位:博士
  • 所在机构:长沙理工大学 数学与统计学院
  • 出生年月: 1979年11月
  • 籍       贯:
  • 研究方向:数值最优化
个人简介 学术成果 发表论文

教育背景

2001.9-2006.6 湖南大学应用数学 博士(硕博连读)

1997.9-2001.6 湖南大学应用数学 学士学位

科研项目

10701018 求解大规模优化问题的非线性共轭梯度法的进一步研究 国家自然科学青年基金项目 2008.11-2010.12 18万 已于2010年底结题

14JJ3084 非光滑非凸优化的束(Bundle)型方法及其应用 湖南省自然科学青年基金项目 2014.1-2016.12 4万 在研

13B137 非光滑非凸优化问题的束型算法研究 湖南省教育厅青年项目 2013.9-2016.9 5万 在研

论文专著

[1] 张丽, W. Zhou and D. Li, Global convergence of a modified Fletcher-Reeves conjugate gradient method with Armijo-type line search, Numerische Mathematik , 104 (2006) 561-572.

[2] 张丽, W. Zhou and D. Li, A descent modified Polak-Ribiere-Polyak conjugate gradient method and its global convergence, IMA Journal of Numerical Analysis , 26 (2006) 629-640.

[3] 张丽, An improved inversion-free method for solving the matrix equation X + AX^{−\alpha}A = Q, Journal of Computational and Applied Mathematics , 253 (2013) 200–203.

[4] 张丽 and S. Jian, Further studies on the Wei–Yao–Liu nonlinear conjugate gradient method, Applied Mathematics and Computation , 219 (2013) 7616–7621.

[5] 张丽 and S. Jian, Comments on: ‘‘A family of derivative-free conjugate gradient methodsfor large-scale nonlinear systems of equations’’ [J. Comput. Appl. Math.224 (2009) 11–19], Journal of Computational and Applied Mathematics , 236 (2012) 4344-4347.

[6] 张丽 and X. Chen, A note on ‘‘A globally convergent BFGS method with nonmonotone line search for non-convex minimization’’, Applied Mathematics and Computation , 219 (2012) 764-766.

[7] 张丽 and J. Li, A new globalization technique for nonlinear conjugate gradient methods for nonconvex minimization, Applied Mathematics and Computation , 217 (2011) 10295-10304.

[8] 张丽, Two modified Dai-Yuan nonlinear conjugate gradient methods, Numerical Algorithms , 50 (2009) 1-16.

[9] 张丽, A new Liu-Storey type nonlinear conjugate gradient method for unconstrained optimization problems, Journal of Computational and Applied Mathematics , 225 (2009) 146-157.

[10] 张丽, New versions of the Hestenes-Stiefel nonlinear conjugate gradient method based on the secant condition for optimization, Computational & Applied Mathematics , 28 (2009) 1-23.

[11] 张丽, An improved Wei-Yao-Liu nonlinear conjugate gradient method for optimization computation, Applied Mathematics and Computation , 215 (2009) 141-150.

[12] 张丽 and W. Zhou, Two descent hybrid conjugate gradient methods for optimization, Journal of Computational and Applied Mathematics , 216 (2008) 251-264.

[13] 张丽, W. Zhou and D. Li, Some descent three-term conjugate gradient methods and their global convergence, Optimization Methods and Software , 22 (2007) 697-711.

[14] 张丽, W. Zhou and D. Li, Global convergence of the DY conjugate gradient method with Armijo line search for unconstrained optimization problems, Optimization Methods and Software , 22 (2007) 511-517.

[15] 张丽, W. Zhou, Spectral gradient projection method for solving nonlinear monotone equations, Journal of Computational and Applied Mathematics , 196 (2006) 478-484.

[16] 张丽, A globally convergent BFGS method for nonconvex minimization without line searches, Optimization Methods and Software , 20 (2005) 737-747.