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A strategy for enlarging a spectral gap by structural modification is formulated.
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The coefficients of the constraint matrix are taken as design variables and a set of equations defining the inverse structural modification problem is formulated.
A process modification problem is formulated within an optimisation framework and solved to determine the minimal design parameter changes necessary to avoid input multiplicity given an assumed maximal disturbance.
The socially acceptable collision avoidance algorithm is formulated using the elastic band method as an online, local path modification algorithm.
A party line is formulated and chosen.
Next, the proposed DPC method is formulated.
In addition, gentamicin is formulated as injection.
The optimal control problem is formulated.
Then, the model itself is formulated.
This hypothesis is formulated in Figure 10.
The union is formulating its own proposal.
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