×

zbMATH — the first resource for mathematics

Ni, Tie

Compute Distance To:
Author ID: ni.tie Recent zbMATH articles by "Ni, Tie"
Published as: Ni, Tie
Documents Indexed: 8 Publications since 2010

Publications by Year

Citations contained in zbMATH Open

6 Publications have been cited 93 times in 79 Documents Cited by Year
Smoothing algorithms for complementarity problems over symmetric cones. Zbl 1198.90373
Huang, Zheng-Hai; Ni, Tie
67
2010
A smoothing-type algorithm for solving nonlinear complementarity problems with a non-monotone line search. Zbl 1194.65080
Ni, Tie; Wang, Ping
17
2010
Smoothing Newton algorithm for symmetric cone complementarity problems based on a one-parametric class of smoothing functions. Zbl 1211.90164
Ni, Tie; Gu, Wei-Zhe
5
2011
A matrix-free smoothing algorithm for large-scale support vector machines. Zbl 1427.68271
Ni, Tie; Zhai, Jun
2
2016
A note on quadratic convergence of a smoothing Newton algorithm for the LCP. Zbl 1268.90104
Ni, Tie; Hu, Sheng-Long
1
2013
A regularized smoothing Newton-type algorithm for quasi-variational inequalities. Zbl 1367.65100
Ni, Tie; Zhai, Jun
1
2014
A matrix-free smoothing algorithm for large-scale support vector machines. Zbl 1427.68271
Ni, Tie; Zhai, Jun
2
2016
A regularized smoothing Newton-type algorithm for quasi-variational inequalities. Zbl 1367.65100
Ni, Tie; Zhai, Jun
1
2014
A note on quadratic convergence of a smoothing Newton algorithm for the LCP. Zbl 1268.90104
Ni, Tie; Hu, Sheng-Long
1
2013
Smoothing Newton algorithm for symmetric cone complementarity problems based on a one-parametric class of smoothing functions. Zbl 1211.90164
Ni, Tie; Gu, Wei-Zhe
5
2011
Smoothing algorithms for complementarity problems over symmetric cones. Zbl 1198.90373
Huang, Zheng-Hai; Ni, Tie
67
2010
A smoothing-type algorithm for solving nonlinear complementarity problems with a non-monotone line search. Zbl 1194.65080
Ni, Tie; Wang, Ping
17
2010

Citations by Year