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The method solves a sub-optimization problem every iteration to obtain optimal boundary velocities.
Therefore, the proposed method solves a fundamental safety issue associated to the robotic assistance of CT-guided interventions.
The contact method solves a multi-directional Riemann-like problem at each penetrating or touching node along the contact surface.
The STREAM method solves a so called K-Median problem, which is a generalization of K-means where the Euclidean distance is replaced by a general distance.
The BP method solves a system of equations which relates the damage parameters to the structural modal responses using the sensitivity matrix.
The proposed task realization method solves a complicated rearrangement realization problem with the combination of relatively simple re-plan modules ("Re-plan modules A, B, C" in Figure 2) using a territorial approach [15]-[17] [15]-[17]
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Thus, our ISD method solves an optimization problem with an penalty favoring sparse signals corresponding to nucleotide incorporation.
In addition, we use this proposed method solve a hypothetical case, which is utilized to explain how the method works and to prove the method effective.
Among these methods, solving a scalar density field has been shown to be an effective method.
These methods solve a sequence of modified diffusion eigenvalue problems whose solutions converge to the solution of the original transport eigenvalue problem.
All three methods solve a specific extraction task (see later in the text) and according to the specification of the tasks the results from the three methods form proper subsets of each other: the results from SynP are a subset of the results from CO3, and the same for CO3 in comparison to CO.
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