Exact(1)
Further, the methods that allow for left truncation rely on a key assumption: entry time and event time are conditionally independent, given the covariates included in the model.
Similar(59)
Through this section, all random m×n matrices Φ and length-n, s-sparse vectors x are generated based on the following assumption: entries of Φ and x on their support are i.i.d.i.d
In addition, by the assumption, the entries of ℳ should be either α 11 = 1, α 22 = p − 1 or vice versa α 12 = 0 = α 21.
Thus in the steady state equilibrium the number of firms in the economy will be determined by the condition that the expected profits from posting a vacancy are zero.42 Note that this also requires a free entry assumption.
Further discussion of the independent delayed entry assumption is provided by Keiding (1992).
where we included the assumption that the entries of v[n] are uncorrelated.
The sense facilitation in the LH was in favor of the assumption of single-entry representation for senses.
Under the assumption that the entries of h i are i.i.d., we have and is uniformly distributed on the M dimensional complex unit sphere [24].
The scaling factor 1 N and the assumption that the entries lies on the unit circle guarantee that the analysis will give limiting asymptotic behaviour.
In the general case of 0 < α < 1, the optimal precoder structure that achieves ergodic capacity of the system in (3) (under the assumption that the entries of H ˜ k are i.i.d. circularly symmetric complex Gaussian random variables) is given by y = V ― Ωx, where V ― is obtained from SVD of H ― (i.e., H ― = U ― D ― V ― H ) and Ω is a real diagonal matrix [27].
An implicit assumption in assessments of entry equivalence is that entry equivalence and outcome equivalence are directly related, the former ensuring the latter.
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