Kenneth O. Kortanek
Affiliations: | University of Iowa, Iowa City, IA |
Area:
MathematicsGoogle:
"Kenneth Kortanek"Parents
Sign in to add mentorAbraham Charnes | grad student | 1964 | Northwestern | |
(Duality, Semi-Infinite Programming, and Some Aspects of Control in Business and Economic Systems) |
Children
Sign in to add traineeAllen L. Soyster | grad student | 1973 | Carnegie Mellon (Computer Science Tree) |
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Publications
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Kortanek KO. (2002) Observations on infeasibility detectors for classifying conic convex programs Optimization. 51: 323-338 |
Kortanek KO, Zhang Q. (2001) Perfect duality in semi-infinite and semidefinite programming Mathematical Programming, Series B. 91: 127-144 |
Xu L, Bricker DL, Kortanek KO. (1998) Bounds for stop-loss premium under restrictions on I-divergence Insurance: Mathematics and Economics. 23: 119-139 |
Kortanek KO, Xu X, Ye Y. (1997) An infeasible interior-point algorithm for solving primal and dual geometric programs Mathematical Programming. 76: 155-181 |
Bricker DL, Kortanek KO, Xu L. (1997) Maximum likelihood estimates with order restrictions on probabilities and odds ratios: A geometric programming approach Journal of Applied Mathematics and Decision Sciences. 1: 53-65 |
Kortanek KO, Yamasaki M. (1995) Discrete infinite transportation problems Discrete Applied Mathematics. 58: 19-33 |
Kortanek KO, Zhu J. (1995) On controlling the parameter in the logarithmic barrier term for convex programming problems Journal of Optimization Theory and Applications. 84: 117-143 |
Zhu J, Kortanek KO, Huang S. (1994) Controlled dual perturbations for central path trajectories in geometric programming European Journal of Operational Research. 73: 524-531 |
Kortanek KO. (1993) Semi-infinite programming duality for order restricted statistical inference models Zor Zeitschrift FüR Operations Research Methods and Models of Operations Research. 37: 285-301 |
Hettich R, Kortanek KO. (1993) Semi-infinite programming: theory, methods, and applications Siam Review. 35: 380-429 |