Optimization Theory and Methods: Nonlinear Programming W Sun, Y Yuan Springer, 2006 | 2001* | 2006 |
A nonlinear conjugate gradient method with a strong global convergence property YH Dai, Y Yuan SIAM Journal on Optimization 10 (1), 177-182, 1999 | 1794 | 1999 |
Optimization Theory and Methods Y Yuan, W Sun Science Press, Beijing, 1997 | 1614* | 1997 |
Global Convergence of a Cass of Quasi-Newton Methods on Convex Problems RH Byrd, J Nocedal, YX Yuan SIAM Journal on Numerical Analysis 24 (5), 1171-1190, 1987 | 497 | 1987 |
On the quadratic convergence of the Levenberg-Marquardt method without nonsingularity assumption J Fan, Y Yuan Computing 74 (1), 23-39, 2005 | 406* | 2005 |
An efficient hybrid conjugate gradient method for unconstrained optimization YH Dai, Y Yuan Annals of Operations Research 103 (1), 33-47, 2001 | 406 | 2001 |
A review of trust region algorithms for optimization Y Yuan Iciam 99 (1), 271-282, 2000 | 370 | 2000 |
Combining trust region and line search techniques J Nocedal, Y Yuan Northwestern University, Department of Electrical Engineering and Computer …, 1992 | 347* | 1992 |
A trust region algorithm for equality constrained optimization MJD Powell, Y Yuan Mathematical Programming 49, 189-211, 1990 | 346 | 1990 |
Convergence properties of nonlinear conjugate gradient methods Y Dai, J Han, G Liu, D Sun, H Yin, YX Yuan SIAM Journal on Optimization 10 (2), 345-358, 2000 | 328 | 2000 |
A modified BFGS algorithm for unconstrained optimization Y Yuan IMA Journal of Numerical Analysis 11 (3), 325-332, 1991 | 309 | 1991 |
Recent advances in trust region algorithms Y Yuan Mathematical Programming 151, 249-281, 2015 | 308 | 2015 |
Numerical Methods for Nonlinear Programming Y Yuan Shanghai Scientific & Technical Publishers, 1993 | 288* | 1993 |
Convergence properties of the Fletcher-Reeves method YH Dai, Y YUAN IMA Journal of Numerical Analysis 16 (2), 155-164, 1996 | 235 | 1996 |
Trust region algorithms for constrained optimization Y Yuan Proceedings of Conference on Scientific and Engineering Computing for Young …, 1994 | 209* | 1994 |
A brief introduction to manifold optimization J Hu, X Liu, ZW Wen, YX Yuan Journal of the Operations Research Society of China 8, 199-248, 2020 | 182 | 2020 |
A new stepsize for the steepest descent method Y Yuan JOURNAL OF COMPUTATIONAL MATHEMATICS-INTERNATIONAL EDITION- 24 (2), 149-156, 2006 | 169 | 2006 |
A recursive quadratic programming algorithm that uses differentiable exact penalty functions MJD Powell, Y Yuan Mathematical Programming 35 (3), 265-278, 1986 | 160 | 1986 |
Step-sizes for the gradient method Y Yuan AMS IP Studies in Advanced Mathematics 42 (2), 785, 2008 | 151 | 2008 |
Conditions for convergence of trust region algorithms for nonsmooth optimization Y Yuan Mathematical Programming 31 (2), 220-228, 1985 | 150 | 1985 |