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Lipschitz stability for elliptic optimal control problems with mixed control-state constraints
Optimization 59(6), p.833-849,
2010
bibtex
@ARTICLE{AltGriesseMetlaRoesch:2010:1,
AUTHOR = {Alt, Walter and Griesse, Roland and Metla, Nataliya and Rösch, Arnd},
DATE = {2010},
DOI = {10.1080/02331930902863749},
JOURNALTITLE = {Optimization},
NUMBER = {6},
PAGES = {833--849},
TITLE = {Lipschitz stability for elliptic optimal control problems with mixed control-state constraints},
VOLUME = {59},
}
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Local quadratic convergence of SQP for elliptic optimal control problems with mixed control-state constraints
Control and Cybernetics 39(3), p.717-738,
2010
bibtex
@ARTICLE{GriesseMetlaRoesch:2010:1,
AUTHOR = {Griesse, Roland and Metla, Nataliya and Rösch, Arnd},
DATE = {2010},
JOURNALTITLE = {Control and Cybernetics},
NUMBER = {3},
PAGES = {717--738},
TITLE = {Local quadratic convergence of SQP for elliptic optimal control problems with mixed control-state constraints},
VOLUME = {39},
}
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The Sequential Quadratic Programming Method for Elliptic Control Problems with Mixed Control-State Constraints,
2008
bibtex
@THESIS{Metla:2008:1,
AUTHOR = {Metla, Nataliya},
INSTITUTION = {Johannes Kepler University Linz},
URL = {https://lisss.jku.at/permalink/f/1l2ai6m/ULI_alma2138944000003340},
DATE = {2008-08},
TITLE = {The Sequential Quadratic Programming Method for Elliptic Control Problems with Mixed Control-State Constraints},
TYPE = {phdthesis},
}
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Convergence analysis of the SQP method for nonlinear mixed-constrained elliptic optimal control problems
Journal of Applied Mathematics and Mechanics 88(10), p.776-792,
2008
bibtex
@ARTICLE{GriesseMetlaRoesch:2008:2,
AUTHOR = {Griesse, Roland and Metla, Nataliya and Rösch, Arnd},
DATE = {2008},
DOI = {10.1002/zamm.200800036},
JOURNALTITLE = {Journal of Applied Mathematics and Mechanics},
NUMBER = {10},
PAGES = {776--792},
TITLE = {Convergence analysis of the SQP method for nonlinear mixed-constrained elliptic optimal control problems},
VOLUME = {88},
}