Mathematics – Optimization and Control
Scientific paper
2007-09-18
Mathematics
Optimization and Control
26 pages, 3 figures
Scientific paper
Both constrained and unconstrained optimization problems regularly appear in recursive tracking problems engineers currently address -- however, constraints are rarely exploited for these applications. We define the Kalman Filter and discuss two different approaches to incorporating constraints. Each of these approaches are first applied to equality constraints and then extended to inequality constraints. We discuss methods for dealing with nonlinear constraints and for constraining the state prediction. Finally, some experiments are provided to indicate the usefulness of such methods.
Gupta Nachi
Hauser Raphael
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