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	A perturbation approach for an inverse quadratic programming problem over second-order cones Journal article Mathematics of Computation,2015, volume: 84, issue: 291, pages: 209-236 Authors: Zhang，Yi; Zhang，Liwei; Wu，Jia; Zhang，Jianzhong Favorite \| View/Download：1/0 \| Submit date：2021/10/19 Inverse optimization Perturbation approach Second-order cone quadratic programming Smoothing Newton method
	A perturbation approach for an inverse linear second-order cone programming Journal article Journal of Industrial and Management Optimization,2013, volume: 9, issue: 1, pages: 171-189 Authors: Zhang，Yi; Jiang，Yong; Zhang，Liwei; Zhang，Jiangzhong Favorite \| View/Download：1/0 \| Submit date：2021/10/19 Damped newton method Inverse optimization Linear second-order cone programming Perturbation approach
	A perturbation approach for a type of inverse linear programming problems Journal article International Journal of Computer Mathematics,2011, volume: 88, issue: 3, pages: 508-516 Authors: Jiang，Yong; Xiao，Xiantao; Zhang，Liwei; Zhang，Jianzhong Favorite \| View/Download：1/0 \| Submit date：2021/10/19 inexact Newton method inverse optimization linear programming perturbation approach quadratic convergence
	A Perturbation approach for an inverse quadratic programming problem Journal article Mathematical Methods of Operations Research,2010, volume: 72, issue: 3, pages: 379-404 Authors: Zhang，Jianzhong; Zhang，Liwei; Xiao，Xiantao Favorite \| View/Download：1/0 \| Submit date：2021/10/19 Inexact Newton method Inverse optimization Perturbation approach Quadratic programming
	An augmented Lagrangian method for a class of inverse quadratic programming problems Journal article Applied Mathematics and Optimization,2010, volume: 61, issue: 1, pages: 57-83 Authors: Zhang，Jianzhong; Zhang，Liwei Favorite \| View/Download：1/0 \| Submit date：2021/10/19 Inverse optimization Newton method Quadratic programming Rate of convergence The augmented Lagrangian method The cone of positive semidefinite matrices
	On convergence of augmented lagrangian method for inverse semi-definite quadratic programming problems Conference paper Journal of Industrial and Management Optimization, Montevideo, URUGUAY, 2006 Authors: Xiao, Xiantao; Zhang, Liwei; Zhang, Jianzhong Favorite \| View/Download：4/0 \| Submit date：2021/10/19 Inverse optimization Newton method Quadratic programming Rate of convergence The augmented Lagrangian method The cone of positive semi-definite matrices