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They were able to formulate the problem as a statistical estimation problem and estimate the prior (see [38] for discussion).
Consider the following constrained estimation problem: (25).
Consequently, the estimation problem becomes a multiobjective optimization problem.
This paper studies the dynamic estimation problem for multitarget tracking.
This parameter estimation problem is a nonlinear inverse problem.
Finally, the paper solves the original joint estimation problem.
Initially, we focus on the linearized DC state estimation problem.
After analyzing the identifiability property we consider the estimation problem.
In the following we focus on the location estimation problem.
The TOA estimation problem has extensively been studied [3 6].
However, the complexity of the estimation problem is large.
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CEO of Professional Science Editing for Scientists @ prosciediting.com