CP17
Interior Methods

On a Theoretical Framework for Parameter Adjustment in Homotopy Methods

Michael J. Todd, Cornell University

Determination of Interior Points of Systems of Inequality and Equality Constraints

Ilya I. Dikin and Olga M. Popova, Siberian Energy Institute, Russia

On the Self--Concordance of the Universal Barrier Function

Osman Guler, University of Maryland Baltimore County

On the Characterization of Q-Superlinear Convergence of Quasi-Newton Interior-Point
Methods for Nonlinear Programming

H. J. Martinez, Universidad del Valle, Colombia; Z. Parada and Richard A. Tapia,
Rice University

An Interior Point Algorithm with Adaptive Solver for Large-Scale Linear Programming Problems

Dianne P. O'Leary and Weichung Wang, University of Maryland, College Park

Solving the Optimal Control Problems by the Algorithms Based on the Methods of Interior
Points and Penalty Functions

Alexander Yu. Filatov, Russian Academy of Sciences, Russia

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