Sentence examples for array dimension from inspiring English sources

In practice, the array dimension and the effective window length are both finite.

Interestingly, in Theorem 1 the window length and the array dimension jointly tend to infinity where lim M, N → ∞ M N = c > 0.

Defining the effective length of a window, we have approximated the distribution of the eigenvalues in the weighted window case with that of a Wishart matrix, when the number of samples are much more than array dimension.

It can be seen that as c 0 decreases (i.e., as the forgetting factor p increases for a fixed value of array dimension M) the spectral distribution tends to concentrate around the true eigenvalues.

Here for a finite array dimension M, we first approximate the exponential window with N coefficients, which is only accurate if N is large enough such that the omitted coefficients are negligible.

We emphasize that (6) and (7) give the exact distribution in the asymptotic regime as M,N → ∞ with M N → c > 0. Since in practice, the array dimension and/or sample size are usually finite numbers, this method gives a deterministic approximation for the actual sample eigenvalue distribution.

The effects of characteristic array dimensions on both the rating parameter and beam pattern are presented.

The new techniques allow electrode and the array dimensions to be customized to the intended application.

fit the empirical results even for moderate and small array dimensions.

In addition, suitable array dimensions for using the available parallelized code have been determined for each case.

Wind loading is a major concern for these systems and is affected by parameters related to both building and array dimensions.