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Osman Guler
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PhD 1990, The University of Chicago
Professor
Office: Room MP428
Phone: 410-455-2421
Email: guler@math.umbc.edu
Personal Web Page
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Osman Guler is a mathematician specializing in finite dimensional
optimization, with special interest in convex optimization and
computational complexity of optimization algorithms. His research
up to now have been mainly in interior-point methods and maximal
monotone operators. In interior-point methods, his research has been
in structured classes of convex optimization problems such as linear
programming, linear and monotone complementarity problems, homogeneous
cone programming, and hyperbolic cone programming. He introduced
Jordan algebras, homogeneous convex cones, T-algebras, and hyperbolic
polynomials into optimization. His research in maximal monotone operators
have been on proximal-point methods and applications to interior-point
methods. For more details, see Professor Guler's web site. Professor Guler
has held visiting positions at the University of Iowa and Technical
University of Delft before coming to UMBC. He has also been a visiting
professor at Bilkent University.
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