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Exact(8)
Robust standard errors are therefore calculated using the (diagonal) method suggested by White (1980).
His main idea is to find a minimizing Cerami sequence for Φ outside (mathcal{M}) by using the diagonal method; see Lemma 3.10.
It relies on finding a minimizing Cerami sequence for variational functional related to (1.1) outside the Nehari manifold by using the diagonal method (see Lemma 2.8).
By using the diagonal method, we see that for each j ∈ N we can find a subsequence ( x n l ) of ( x n ) such that ( x n l ( i ) ) converges for each i ∈ N. Therefore, for any j ∈ N there exists an increasing sequence ( t j ) such that sep ( ( x n l j ) l > t j ) ≥ ε.
Since for each i ∈ N, ( x n ( i ) ) i = 1 ∞ is bounded, by using the diagonal method, we can find a subsequence ( x n j ) of ( x n ) such that ( x n j ( i ) ) converges for each i ∈ N with 1 ≤ i ≤ l.
Since the sequence ( x n ( i ) ) i = 1 ∞ is bounded for each i ∈ N, by using the diagonal method, we can find a subsequence ( x n l ) of ( x n ) such that ( x n l ( k ) ) converges for each k ∈ N. Therefore, there is an increasing sequence t m with sep ( ( x n l m ) l > t m ) ≥ ε.
Similar(52)
Since is bounded for all and, we can use the diagonal method to get a subsequence of such that converges for each as.
If you use the diagonal method, switching sides is not necessary.
Use the same diagonal method.
The second ingredient of the diagonal method is the use of the switching function on the elements of the diagonal.
The first ingredient of the diagonal method is the consideration of the elements on the diagonal of an appropriate matrix.
More suggestions(15)
using the diagonal key
using the delta method
using the diagonal averaging
using the diagonal force
using the same method
using the previous method
using the wet method
using the diagonal loading
using the diagonal matrix
using the former method
using the dry method
using the diagonal formula
using the Spanish method
using the diagonal diagonal-norm
using the diagonal block
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