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An active-set method for second-order conic-constrained quadratic programming
Noam Goldberg, Sven Leyffer
Department of Management
Argonne National Laboratory
Research output
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Contribution to journal
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Article
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peer-review
6
Scopus citations
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Dive into the research topics of 'An active-set method for second-order conic-constrained quadratic programming'. Together they form a unique fingerprint.
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Keyphrases
Active Set Method
100%
Constrained Quadratic Programming
100%
Quadratic Programming
33%
Conic Optimization
33%
Optimization Solvers
33%
Gradient Projection
33%
Computational Experiment
33%
Newton's Method
33%
Programming Solver
33%
Two-stage Procedure
33%
General Nonlinear Programming
33%
Second-order Cone Constraints
33%
Active Set
33%
Mathematics
Quadratic Programming
100%
Active Set Method
100%
Programming Problem
33%
Phase Method
33%
Projected Gradient Method
33%
Newton's Method
33%
Computer Science
Quadratic Programming
100%
Gradient Method
33%
Computational Experiment
33%
Nonlinear Programming
33%
Newton's Method
33%