Suat Gumussoy, Ph.D.
Affiliations: | 2004 | Ohio State University, Columbus, Columbus, OH |
Area:
Electronics and Electrical EngineeringGoogle:
"Suat Gumussoy"Parents
Sign in to add mentor| Hitay Ozbay | grad student | 2004 | Ohio State | |
| (Optimal H -infinity controller design and strong stabilization for time-delay and MIMO systems.) | ||||
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Publications
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| Bhat G, Gumussoy S, Ogras UY. (2020) Analysis and Control of Power-Temperature Dynamics in Heterogeneous Multiprocessors Ieee Transactions On Control Systems and Technology. 1-13 |
| Gumussoy S, Abu-Khalaf M. (2019) Analytic Solution of a Delay Differential Equation Arising in Cost Functionals for Systems With Distributed Delays Ieee Transactions On Automatic Control. 64: 4833-4840 |
| Gumussoy S, Özbay H. (2018) On Feedback Stabilization of Neutral Time Delay Systems with Infinitely Many Unstable Poles Ifac-Papersonline. 51: 118-123 |
| Bhat G, Gumussoy S, Ogras UY. (2017) Power-Temperature Stability and Safety Analysis for Multiprocessor Systems Acm Transactions in Embedded Computing Systems. 16: 145 |
| Gumussoy S, Michiels W. (2015) Computation of extremum singular values and the strong H-infinity norm of SISO time-delay systems Automatica. 54: 266-271 |
| Gumussoy S, Eryilmaz B, Gahinet P. (2012) Working with time-delay systems in MATLAB® Ifac Proceedings Volumes (Ifac-Papersonline). 10: 108-113 |
| Michiels W, Gumussoy S. (2012) Eigenvalue based analysis and controller synthesis for systems described by delay differential algebraic equations Ifac Proceedings Volumes (Ifac-Papersonline). 10: 144-149 |
| Gumussoy S. (2012) Relative stability analysis of closed-loop SISO dead-time systems: Non-imaginary axis case Transactions of the Institute of Measurement and Control. 34: 411-421 |
| Tran Dinh Q, Gumussoy S, Michiels W, et al. (2012) Combining convex-concave decompositions and linearization approaches for solving BMIs, with application to static output feedback Ieee Transactions On Automatic Control. 57: 1377-1390 |
| Gumussoy S, Michiels W. (2012) Root locus for SISO dead-time systems: A continuation based approach Automatica. 48: 480-489 |