Using Interior-Point Methods within an Outer Approximation Framework for Mixed Integer Nonlinear Programming

Author:

Benson Hande Y.

Publisher

Springer New York

Reference39 articles.

1. K. Abhishek, S. Leyffer, and J. Linderoth, FilMINT: An outer-approximation-based solver for nonlinear mixed integer programs, Tech. Rep. Preprint ANL/MCS-P1374-0906, Argonne National Laboratory, Mathematics and Science Division, September 2006.

2. P. Armand, A quasi-newton penalty barrier method for convex minimization problems, Computational Optimization and Applications, 26 (2003), pp. 5–34.

3. A. Atamt¨urk and V. Narayanan, Conic mixed-integer rounding cuts, Research Report BCOL.06.03, IEOR, University of California-Berkeley, December 2006.

4. H. Benson, MILANO - a Matlab-based code for mixed-integer linear and nonlinear optimization. http://www.pages.drexel.edu/~hvb22/milano .

5. , Mixed-integer nonlinear programming using interior-point methods, tech.rep., Submitted to Optimization Methods and Software, November 2007.

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