« Previous « Start » Next »
References
-
[1]
-
E. Balsa-Canto, J. R. Banga, A. A. Alonso, and V. S. Vassiliadis.
Restricted second order information for the solution of optimal
control problems using control vector parameterization.
Journal of Process Control, 12:243–255, 2002.
- [2]
-
E. Balsa-Canto, J. R. Banga, V. S. Vassiliadis, and A. A. Alonso.
Dynamic optimization of chemical and biochemical processes using
restricted second-order information.
Computers and Chemical Engineering, 25:539–546, 2001.
- [3]
-
J. R. Banga, E. Balsa-Canto, C. G. Moles, and A. A. Alonso.
Dynamic optimization of bioprocesses: efficient and robust numerical
strategies.
Journal of Biotechnology, 2003.
- [4]
-
J. R. Banga and W. D. Seider.
Global optimization of chemical processes using stochastic
algorithms.
State of the Art in Global Optimization: Computational Methods
and Applications, pages 563–583, 1996.
- [5]
-
J. Betts.
SOCS Release 6.5.0, 2007.
- [6]
-
R. Bhattacharya.
OPTRAGEN 1.0: A MATLAB Toolbox for Optimal Trajectory
Generation.
College Station, TX 77843-3141, USA, March 2006.
- [7]
-
U. Boscain.
A short introduction to optimal control.
Technical report, S.I.S.S.A., Trieste, Italy, 2004.
- [8]
-
A. Bressan.
Viscocity solutions of hamilton-jacobi equations and optimal control
problems.
Technical report, S.I.S.S.A., Trieste, Italy, 2003.
- [9]
-
A. E. Bryson.
Dynamic Optimization.
Addison Wesley Longman, Menlo Park, CA, USA, 1999.
- [10]
-
E. F. Carrasco and J. R. Banga.
Dynamic optimization of batch reactors using adaptive stochastic
algorithms.
Ind. Eng. Chem. Res., 36:2252–2261, 1997.
- [11]
-
E. F. Carrasco and J. R. Banga.
A hybrid method for the optimal control of chemical processes.
In UKACC International Conference on CONTROL 98, University of
Wales, Swansea, UK, September 1998.
- [12]
-
D. E. Chang, Petit N., and Rouchon P.
Time-optimal control of a particle in a dielectrophoretic system.
IEEE TRANSACTIONS ON AUTOMATIC CONTROL, 51, 2006.
- [13]
-
M. Cizniar, M. Fikar, and M. A. Latifi.
MATLAB Dynamic Optimisation Code DYNOPT. User’s Guide.
Bratislava, Slovak Republic, 2006.
- [14]
-
E. D. Dolan and J. J. More.
Benchmarking optimization software with cops.
Technical report, ARGONNE NATIONAL LABORATORY, 9700 South Cass
Avenue, Argonne, Illinois 60439, January 2001.
- [15]
-
B. J. Driessen and Sadegh N.
Minimum-time control of systems with coloumb friction: Near global
optima via mixed integer linear programming.
Technical report, Structural Dynamics Department, Sandia National
Labs, June 2000.
- [16]
-
B. C. Fabien.
A Java Application for the Solution of Optimal Control
Problems.
Stevens Way, Box 352600 Seattle, WA 98195, USA, 1998.
- [17]
-
O. S. Fard and A. H. Borzabadi.
Optimal control problem, quasi-assignment problem and genetic
algorithm.
In Proceedings of world academcy of science, engineering and
technology, January 2007.
- [18]
-
I. Ioslovich and P. Gutman.
On smooth optimal control determination.
Technical report, Technion, Israel Institute of Technology, February
2004.
- [19]
-
L. S. Jennings and M. E. Fisher.
MISER3: Optimal Control Toolbox User Manual, Matlab Beta Version
2.0.
Nedlands, WA 6907, Australia, 2002.
- [20]
-
F. M. Kirillova.
Optimal on-line control and classical regulation problem.
Technical report, Institute of Mathematics National Academy of
Sciences of Belarus, October 2006.
- [21]
-
G. Kurina.
On some linear-quadratic optimal control problems for descriptor
systems.
Technical report, Department of Mathematics, Stockholm University,
February 2006.
- [22]
-
J. Liang.
Lecture notes for ece/mae 7360, robust and optimal control (part 2).
Technical report, Utah State University at Logan, November 2003.
- [23]
-
J. Liang, M. Meng, Y. Chen, and R. Fullmer.
Solving tough optimal control problems by network enabled
optimization server (neos).
Technical report, School of Engineering, Utah State University USA,
Chinene University of Hong Kong China, 2003.
- [24]
-
A. E. B. Lim, Y. Q. Liu, K. L. Teo, and Moore J. B.
Linear-quadratic optimal control with integral quadratic constraints.
Optimal contorl and applications and methods, 20:79–92, 1999.
- [25]
-
R. Luus.
Iterative dynamic programming.
Chapman and Hall/CRC, 2002.
- [26]
-
J. Lygeros.
Minimum cost optimal control: An application to flight level
tracking.
Technical report, Department of Engineering, University of Cambridge,
Cambridge, UK, 2003.
- [27]
-
A. V. Rao and K. D. Mease.
Eigenvector approximate dichotomic basis method for solving
hyper-sensitive optimal control problems.
Optimal Control Applications and Methods, 21:1–19, 2000.
- [28]
-
R. Schöpf and P. Deuflhard.
OCCAL: A mixed symbolic-numeric Optimal Control CALculator.
Heilbronner Str. 10, W-1000 Berlin 31, 1991.
- [29]
-
A. Schwartz, E. Polak, and Y. Chen.
RIOTS95: AMatlab Toolbox for Solving Optimal Control Problems,
May 1997.
- [30]
-
K. L. Teo, K. K. Leong, and Goh G. J.
Nonlinearly constrained optimal control problems involving piecewise
smooth controls.
Technical report, Australian Research Council, 1990.
- [31]
-
V. S. Vassiliadis, J. R. Banga, and E. Balsa-Canto.
Second-order sensitivities of general dynamic systems with
application to optimal control problems.
Chemical Engineering Science, 54:3851–3860, 1999.
- [32]
-
T. Veeraklaew and S. Malisuwan.
The direct approach of general dynamic optimal control: Application
on general software.
International Journal of The Computer, the Internet and
Management, 14:2:82–87, August 2006.
- [33]
-
O. von Stryk.
User’s Guide for DIRCOL, 1999.
- [34]
-
M. Weiser.
Function space complementarity methods for optimal control problems.
Technical report, Fachbereich Mathematik und Informatik der Freien
Universitäat Berlin, February 2001.
- [35]
-
E. G. Wiens.
Egwald mathematics: Optimal control, intercept missile.
Technical report, Web, April 2003.
- [36]
-
L. Youdong and M. A. Stadtherr.
Deterministic global optimization of nonlinear dynamic systems.
Technical report, Department of Chemical and Biomolecular
Engineering, University of Notre Dame, August 2006.
« Previous « Start » Next »