Monday, May 20
4:50-6:50 PM

Sequential Quadratic Programming; Nonlinear Programming

SQ2 P via SDP for NLP
Serge Kruk, Gabor Pataki, Henry Wolkowicz and Qing Zhao, University of Waterloo, Canada
A New SQP Algorithm for Large-scale Nonlinear Programming
Roger W.H. Sargent, Imperial College of Science, Technology and Medicine, United Kingdom
Some New Theoretical Results on Recursive Quadratic Programming Algorithms
Jose M. Martinez and Lucio T. Santos, State University of Campinas-UNICAMP, Brazil
A Nonmonotone SQP Method with Global and Superlinear Convergence Properties
Hiroshi Yabe, Science University of Tokyo, Japan; and Hiroshi Yamashita,
Mathematical Systems Institute Inc., Japan
An Augmented Lagrangian Function with Improved Exactness Properties
Gianni Di Pillo and Stefano Lucidi, University of Rome "La Sapienza", Italy
Modified Factorization in a Sparse SQP based on the Augmented Lagrangian
Marli de F.G. Hernandez, State University of Campinas, Brazil; and Mike Bartholomew-Biggs,
University of Hertfordshire, United Kingdom

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LMH, 2/28/96