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Lebiedz2005 | detailed view | Google Books | Google Scholar
Lebiedz, D., Sager, S., Bock, H.G., Lebiedz, P. 2005: Annihilation of limit cycle oscillations by identification of critical phase resetting stimuli via mixed-integer optimal control methods. Physical Review Letters 95, 108303.
 
Lebiedz2006 | detailed view | Google Books | Google Scholar
D. Lebiedz, S. Sager, O.S. Shaik, O. Slaby (2006): Optimal control of self-organized dynamics in cellular signal transduction. Vienna.
 
Lee2008 | detailed view | Google Books | Google Scholar
C.K. Lee, P.I. Barton (2008): Global Optimization of Linear Hybrid Systems with Varying Transition Times. ISBN: 978-1-4244-3124-3.
 
Lee2004 | detailed view | Google Books | Google Scholar
Lee, C.K., Singer, A.B., Barton, P.I. 2004: Global optimization of linear hybrid systems with explicit transitions. Systems and Control Letters 51/5, 363–375.
 
Lee2005 | detailed view | Google Books | Google Scholar |
H.W.J. Lee, M. Ali, K.H. Wong (2005): Global Optimization for a Class of Optimal Discrete-valued Control Problems. DCDIS, accepted.
 
Lee2003 | detailed view | Google Books | Google Scholar |
H.W.J. Lee, K.L. Teo 2003: Control Parametrization Enhancing Technique for solving a special class of ODE with State Dependent Switch. Journal of Optimization Theory and Applications 118/1, 55–66.
 
Lee1999 | detailed view | Google Books | Google Scholar |
H.W.J. Lee, K.L. Teo, L.S. Jennings, V. Rehbock 1999: Control Parametrization Enhancing Technique for Optimal Discrete-Valued Control Problems. Automatica 35/8, 1401–1407.
 
Lee1997a | detailed view | Google Books | Google Scholar
Lee, H.W.J., Teo, K.L., Rehbock, V., Jennings, L.S. 1997: Control Parametrization Enhancing Technique for Time-Optimal Control Problems. Dynamic Systems and Applications 6, 243–262.
 
Lee2004a | detailed view | Google Books | Google Scholar
J. Lee, J. Leung, F. Margot 2004: Min-up/min-down polytopes. Discrete Optimization 1, 77–85.
 
Leineweber1999 | detailed view | Google Books | Google Scholar
Leineweber, D.B. 1999: Efficient reduced SQP methods for the optimization of chemical processes described by large sparse DAE models. DĂĽsseldorf: VDI Verlag.
 
Leineweber1995 | detailed view | Google Books | Google Scholar
Leineweber, D.B. (1995): Analyse und Restrukturierung eines Verfahrens zur direkten Lösung von Optimal-Steuerungsproblemen. Ruprecht–Karls–Universität Heidelberg.
 
Logist2010 | detailed view | Google Books | Google Scholar | DOI
F. Logist, S. Sager, C. Kirches, J.F. van Impe 2010: Efficient multiple objective optimal control of dynamic systems with integer controls. Journal of Process Control 20/7, 810–822.
 
Logsdon1992 | detailed view | Google Books | Google Scholar
Logsdon, J.S., L.T. Biegler 1992: Decomposition strategies for large-scale dynamic optimization problems. Chemical Engineering Science 47/4, 851-864.
 
Macki1995 | detailed view | Google Books | Google Scholar
Macki, J., Strauss, A. 1995: Introduction to optimal control theory. Heidelberg: Springer.
 
Mahlke2007 | detailed view | Google Books | Google Scholar
D. Mahlke, A. Martin, S. Moritz 2007: A simulated annealing algorithm for transient optimization in gas networks. Mathematical Methods of Operations Research 66, 99–116.
 
Margaliot2007 | detailed view | Google Books | Google Scholar
M. Margaliot 2007: A counterexample to a conjecture of Gurvits on switched systems. IEEE Transactions on Automatic Control 52/6, 1123–1126.
 
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G. Maria 1989: An adaptive strategy for solving kinetic model concomitant estimation-reduction problems. Can. J. Chem. Eng. 67, 825.
 
Martin2005 | detailed view | Google Books | Google Scholar
A. Martin, M. Möller (2005): Cutting Planes for the Optimisation of Gas Networks. Springer, Heidelberg.
 
Martin2006 | detailed view | Google Books | Google Scholar
A. Martin, M. Möller, S. Moritz 2006: Mixed integer models for the stationary case of gas network optimization. Mathematical Programming 105, 563–582.
 
Maurer2005 | detailed view | Google Books | Google Scholar |
Maurer, H., BĂĽskens, C., Kim, J.H.R., Kaya, Y. 2005: Optimization methods for the verification of second-order sufficient conditions for bang-bang controls. Optimal Control Methods and Applications 26, 129–156.
 
Maurer2004 | detailed view | Google Books | Google Scholar
H. Maurer, N.P. Osmolovskii 2004: Second Order Sufficient Conditions for Time-Optimal Bang-Bang Control. SIAM Journal on Control and Optimization 42, 2239–2263.

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