(Click on the underlined report number to download the
compressed PostScript file [CSM-nnn.ps.Z] or the gzipped PostScript file
[CSM-nnn.ps.gz], as appropriate)
J.A. Ford & I.A. Moghrabi,
Minimum Curvature Multi-step Quasi-Newton Methods for Unconstrained
Optimization,
Technical Report CSM-209, University of Essex, 1994
J.A. Ford & I.A. Moghrabi,
Multi-step Quasi-Newton Optimization Algorithms which Utilize
Curvature Information,
Technical Report CSM-251, University of Essex, 1995
J.A. Ford & S.J. Yull,
A New Fixed-Point Multi-step Quasi-Newton Method for Unconstrained
Optimization,
Technical Report CSM-263, University of Essex, 1995
J.A. Ford & I.A. Moghrabi,
An Alternating Multi-step Quasi-Newton Method for Unconstrained
Optimization,
Technical Report CSM-270, University of Essex, 1996
J.A. Ford & I.A. Moghrabi,
Further Development of Minimum Curvature Multi-step Quasi-Newton
Methods for Unconstrained Optimization,
Technical Report CSM-271, University of Essex, 1996
J.A. Ford & S. Tharmlikit,
New Implicit Updates in Multi-step Quasi-Newton Methods for Unconstrained Optimisation,
Technical Report CSM-351, University of Essex, 2001
Other Technical Reports can be obtained via
the Essex Constraint Satisfaction Group Home Page (click on the button)