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part of the spectral measure for the vector δ1.
Also,, and are the orthonormal basis for the vector space.
We look for the vector components and : (7).
The correspondence with the poloidal toroidal decomposition is shown for the vector case.
Distributed design approach is a natural fit for the vector space partitioning based mpMPC design.
For the vector, the calculation of each can be denoted as follows: (20).
Notably, C bt denotes the best-matched codeword with the shortest distance for the vector X.
As a result, writing inequality (3.9) for the vector function, for.
Figure 2 presents histograms of residuals for the vector field differences.
Noticing Remark 2.1, we can obtain an existence theorem for the vector matrix game.
The target for the vector was set to be day-ahead wind power.
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