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Exact(3)
The dimension of matrices is set by j time steps and m simulated paths.
The only difference between (5) and (7) is dimension of matrices.
In the FEM computations, the shaft is represented by beam elements, the disk by annular elements, and blades by beam elements in order to reduce the dimension of matrices.
Similar(57)
Furthermore, the dimension of matrixes involved in Eq. (A.9) is 3N,N being the number of atoms in the supercell.
The first dimension of matrix shows the amount of red, the second one shows the same for green and the third one shows the same for blue.
Since the dimension of matrix H → H H → + σ 2 I 2 M − 1 is 2(M − 1) × 2(M − 1), thus the number of complex arithmetic operations in step 3 is 8(M − 1 3[23].
Since the dimension of matrix H → H H → is 2(M − 1) × 2(M − 1), thus the number of complex arithmetic operations in step 2 is 8(M − 1 3.
If the dimensions of matrices are not explicitly indicated, that means they are suitable for any algebraic operations.
According to Tables 1 and 2, with the increasing number of BS antennas and other fixed parameters, the complexities of both algorithms become higher, since the dimensions of matrices become larger.
(9) and (10), we can see that when we reduce the number of dimensions of matrix Φ t), the number of coefficients is also reduced.
During the comparisons, an issue emerged that caught our attention, regarding why the probability of an exact reconstruction declines so quickly, when we reduced the dimensions of matrix Φ t) (t > 1).
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