Nick Gould : Publications
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[1]
On solving trust−region and other regularised subproblems in optimization
H. Sue Dollar Nicholas I. M. Gould and Daniel P. Robinson
No. NA−09/01. Oxford University Computing Laboratory. February, 2009.
Details about On solving trust−region and other regularised subproblems in optimization | BibTeX data for On solving trust−region and other regularised subproblems in optimization | Download (pdf) of On solving trust−region and other regularised subproblems in optimization
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[2]
A Bramble−Pasciak−like method with applications in optimization
H. Sue Dollar‚ Nicholas I. M. Gould‚ Martin Stoll and Andrew J. Wathen
No. NA−08/08. Oxford University Computing Laboratory. June, 2008.
Details about A Bramble−Pasciak−like method with applications in optimization | BibTeX data for A Bramble−Pasciak−like method with applications in optimization | Download (pdf) of A Bramble−Pasciak−like method with applications in optimization
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[3]
A second derivative SQP method with imposed descent
Nicholas I. M. Gould and Daniel P. Robinson
No. NA−08/09. Oxford University Computing Laboratory. June, 2008.
Details about A second derivative SQP method with imposed descent | BibTeX data for A second derivative SQP method with imposed descent | Download (pdf) of A second derivative SQP method with imposed descent
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[4]
Trust−region and other regularisations of linear least−squares problems
Coralia Cartis‚ Nicholas I. M. Gould and Philippe L. Toint
No. NA−08/02. Oxford University Computing Laboratory. February, 2008.
Details about Trust−region and other regularisations of linear least−squares problems | BibTeX data for Trust−region and other regularisations of linear least−squares problems | Download (pdf) of Trust−region and other regularisations of linear least−squares problems
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[5]
A second derivative SQP method: Local convergence
Nicholas I. M. Gould and Daniel P. Robinson
No. NA−08/21. Oxford University Computing Laboratory. December, 2008.
Details about A second derivative SQP method: Local convergence | BibTeX data for A second derivative SQP method: Local convergence | Download (pdf) of A second derivative SQP method: Local convergence
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[6]
A second derivative SQP method: Theoretical issues
Nicholas I. M. Gould and Daniel P. Robinson
No. NA−08/18. Oxford University Computing Laboratory. November, 2008.
Details about A second derivative SQP method: Theoretical issues | BibTeX data for A second derivative SQP method: Theoretical issues | Download (pdf) of A second derivative SQP method: Theoretical issues
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[7]
Adaptive cubic overestimation methods for unconstrained optimization
Coralia Cartis‚ Nicholas I. M. Gould and Philippe L. Toint
No. NA−07/20. Oxford University Computing Laboratory. October, 2007.
Details about Adaptive cubic overestimation methods for unconstrained optimization | BibTeX data for Adaptive cubic overestimation methods for unconstrained optimization | Download (pdf) of Adaptive cubic overestimation methods for unconstrained optimization