Sentence examples for extension of sampling from inspiring English sources

Exact(2)

However, the extension of sampling to New Zealand to include five additional sessional pharmacists added breadth and richness to the data relating to service planning and implementation, as there were only three Australian participants with ongoing sessional roles at the time of the study.

As shown in panels A C of Figure 2, the profiles were mostly converged after the first two increments, i.e., in <0.4 ns of sampling per window, and extension of sampling to 0.8 ns per window did not change the converged profiles.

Similar(58)

As the extension of sample time, percentage reductions of L. lepidophora significantly increased in the plot treated with H. indica, S. abbasi, and chlorpyrifos (F = 23.14, df = 1, 266, P < 0.0001) (Fig. 1).

Extensions of the theory of sampling to non-stationary random processes have been made by Gardner [27, 35], Garcia et al. [36] and others.

With PAGAN, the extension of densely sampled alignments (ingroup 'large') is more accurate than that of sparsely sampled ones (ingroup 'small'), the effect further growing with the evolutionary divergence of the QS and the reference sequences.

The form here was adapted from the commonly used estimator shown by Cochran (1977, Eq. 6.1) †Originally called sampling with probability proportional to prediction (3P sampling) by its inventor L.R. Grosenbaugh, as discussed in the text ††A method developed as an extension of 3P sampling by West (2011), renamed QPPS sampling by West (2017).

Hence, increased monitoring efforts, including repeated sampling of persons with high exposure or extension of expanded sampling programs to include more participants (e.g. to better identify or validate hot-spot exposure) may be a relevant policy option.

A hierarchical sampling approach has been developed for the extension of the sample size in Latin Hypercube Sampling, enabling the addition of simulations to a current sample set while maintaining the desired correlation structure.

We propose the design of a pegboard that allows the extension of sequential sampling in a smallholder context.

Based on the idea of sequential and recursive estimation, we can achieve real-time detection via SIS, which is regarded as the extension of importance sampling (IS).

The second extension of WSK sampling theorem is the theorem of Kramer, [11] which states that if I is a finite closed interval, K ( ⋅, t ) : I × C → C is a function continuous in t such that K ( ⋅, t ) ∈ L 2 ( I ) for all t ∈ C. Let { t k } k ∈ Z be a sequence of real numbers such that { K ( ⋅, t k ) } k ∈ Z is a complete orthogonal set in L 2 ( I ).

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