George Papavassilopoulos
Affiliations: | University of Southern California, Los Angeles, CA, United States |
Area:
Electronics and Electrical Engineering, Computer ScienceGoogle:
"George Papavassilopoulos"Children
Sign in to add traineeMehran Mesbahi | grad student | 1996 | USC (Robotree) |
Arif M. Ansari | grad student | 2001 | USC |
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Publications
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Kontogiorgos P, Chrysanthopoulos N, Papavassilopoulos G. (2018) A Mixed-Integer Programming Model for Assessing Energy-Saving Investments in Domestic Buildings under Uncertainty Energies. 11: 989 |
Kordonis I, Papavassilopoulos GP. (2015) LQ Nash games with random entrance: An infinite horizon major player and minor players of finite horizons Ieee Transactions On Automatic Control. 60: 1486-1500 |
Jungers M, Papavassilopoulos GP, Abou-Kandil H. (2012) Feedback Nash strategy for games with player-dependent time horizons Ifac Proceedings Volumes (Ifac-Papersonline). 45-50 |
Mesbahi M, Papavassilopoulos GP. (2000) On the Communication Complexity of Lipschitzian Optimization for the Coordinated Model of Computation Journal of Complexity. 16: 459-473 |
Mesbahi M, Papavassilopoulos GP, Prasanna VK. (1999) On the parallel and VLSI implementation of the interior point algorithms International Journal of Modelling and Simulation. 19: 405-409 |
Mesbahi M, Papavassilopoulos GP. (1997) On the rank minimization problem over a positive semidefinite linear matrix inequality Ieee Transactions On Automatic Control. 42: 239-243 |
Mesbahi M, Papavassilopoulos GP. (1997) A cone programming approach to the bilinear matrix inequality problem and its geometry Mathematical Programming, Series B. 77: 247-272 |
Liu SM, Papavassilopoulos GP. (1997) A Parallel Algorithm for Linear Programs with an Additional Reverse Convex Constraint Journal of Parallel and Distributed Computing. 45: 91-103 |
Goh KC, Safonov MG, Papavassilopoulos GP. (1995) Global optimization for the Biaffine Matrix Inequality problem Journal of Global Optimization. 7: 365-380 |
Mesbahi M, Papavassilopoulos GP, Safonov MG. (1995) Matrix cones, complementarity problems, and the bilinear matrix inequality Proceedings of the Ieee Conference On Decision and Control. 3: 3102-3107 |