References
- Luo ZQ, Pang JS, Ralph D. Mathematical programs with equilibrium constraints. Cambridge: Cambridge University Press; 1996.
- Shikhman V. Topological aspects of nonsmooth optimization. New York (NY): Springer; 2012.
- Kojima M. Strongly stable stationary solutions in nonlinear programs. In: Robinson SM, editor. Analysis and computation of fixed points. New York (NY): Academic Press; 1980. p. 93–138.
- Günzel H, Jongen HT. Strong stability implies Mangasarian Fromovitz constraint qualification. Optim. 2006;55(5–6):605–610.
- Jongen HT, Möbert T, Rückmann JJ, et al. On inertia and Schur complement in optimization. Linear Algebra Appl. 1987;95:97–109.
- Dorsch D, Günzel H, Guerra Vazquez F, et al. Semi-infinite programming: strong stability implies EMFCQ. J Convex Anal. 2012;19(4):999–1008.
- Rückmann JJ. On existence and uniqueness of stationary points in semi-infinite optimization. Math Program. 1999;86(2):387–415.
- Scheel H, Scholtes S. Mathematical programs with complementarity constraints: stationarity, optimality, and sensitivity. Math Oper Res. 2000;25(1):1–22.
- Jongen HT, Shikhman V, Steffensen S. Characterization of strong stability for C-stationary points in MPCC. Math Program. 2012;132(1):295–308.
- Jongen HT, Rückmann JJ, Shikhman V. On stability of the feasible set of a mathematical problem with complementarity problems. SIAM J Optim. 2009;20(3):1171–1184.
- Hernández Escobar D, Rückmann JJ. MPCC: on necessary conditions for the strong stability of C-stationary points. Optim. 2019;68(23):593–613.
- Jongen HT, Klatte D, Tammer K. Implicit functions and sensitivity of stationary points. Math Program. 1990;49(1):123–138.