Jane J. Ye
Affiliations: | University of Victoria, Victoria, British Columbia, Canada |
Area:
StatisticsGoogle:
"Jane Ye"Children
Sign in to add traineeZili Wu | grad student | 2001 | University of Victoria |
Peilin Shi | grad student | 2002 | University of Victoria |
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Publications
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Gfrerer H, Ye JJ. (2020) New Sharp Necessary Optimality Conditions for Mathematical Programs with Equilibrium Constraints Set-Valued and Variational Analysis. 28: 395-426 |
Xu M, Ye JJ. (2020) Relaxed constant positive linear dependence constraint qualification and its application to bilevel programs Journal of Global Optimization. 78: 181-205 |
Bai K, Ye JJ, Zhang J. (2019) Directional Quasi-/Pseudo-Normality as Sufficient Conditions for Metric Subregularity Siam Journal On Optimization. 29: 2625-2649 |
Li A, Ye JJ. (2018) Necessary Optimality Conditions for Implicit Control Systems with Applications to Control of Differential Algebraic Equations Set-Valued and Variational Analysis. 26: 179-203 |
Ye JJ, Zhou J. (2018) Verifiable sufficient conditions for the error bound property of second-order cone complementarity problems Mathematical Programming. 171: 361-395 |
Guo L, Ye JJ. (2018) Necessary optimality conditions and exact penalization for non-Lipschitz nonlinear programs Mathematical Programming. 168: 571-598 |
Gfrerer H, Ye JJ. (2017) New Constraint Qualifications for Mathematical Programs with Equilibrium Constraints via Variational Analysis Siam Journal On Optimization. 27: 842-865 |
Chen X, Guo L, Lu Z, et al. (2017) An Augmented Lagrangian Method for Non-Lipschitz Nonconvex Programming Siam Journal On Numerical Analysis. 55: 168-193 |
Nie J, Wang L, Ye JJ. (2017) Bilevel Polynomial Programs and Semidefinite Relaxation Methods Siam Journal On Optimization. 27: 1728-1757 |
Ye JJ, Zhou J, Zhou W. (2017) Computing A-optimal and E-optimal designs for regression models via semidefinite programming Communications in Statistics - Simulation and Computation. 46: 2011-2024 |