Sentence examples for estimate type from inspiring English sources

As such, the objective of this study was to estimate type 1 diabetes mortality in a population-based registry sample in the USVI.

Experts estimate type 2 diabetes affects more than 2.3m people in the UK.

To estimate Type I error rates of testing H 0 β 1=0 vs H 1 β 1≠0, all the simulations were repeated by generating data using β 1=0, but keeping all the remaining parameter and covariate values the same as described previously.

from which we can obtain the OSP-based LS estimate type II of x as begin{array}{ll} hat{mathbf{x}}_{text{osp}-2}&=(mathbf{H}^{T}mathbf{U}_{n}mathbf{U}_{n}^{T} mathbf{H})^{-1} mathbf{H}^{T}mathbf{U}_{n}mathbf{U}_{n}^{T} mathbf{y}.

which leads to the following OSP-based LS estimate Type I of x begin{array}{ll} hat{mathbf{x}}_{text{osp}-1}&=(mathbf{H}^{T}mathbf{P}_{mathbf{G}}^{perp T} mathbf{P}_{mathbf{G}}^{perp} mathbf{H})^{-1} mathbf{H}^{T}mathbf{P}_{mathbf{G}}^{perp T} mathbf{P}_{mathbf{G}}^{perp} mathbf{y} &=(mathbf{H}^{T} mathbf{P}_{mathbf{G}}^{perp} mathbf{H})^{-1} mathbf{H}^{T} mathbf{P}_{mathbf{G}}^{perp} mathbf{y}.

We first estimate type I error rates under a variety of polygenic (ρa) and environmental (ρe) correlations in homogeneous population setting, as listed in Table 1.

The here pointed importance of the introduced two LS estimates is that, while for two phases, the H S estimate types correspond with two of the only four possible phase arrangements, the LS estimate types correspond with the two other ones.

HPV prevalence data (19 high-risk and 8 low-risk types) were reported for those cases which were positive for HPV DNA, and data analyses included algorithms of multiple infections to estimate type-specific relative contributions.

Because measured RBA data are available from this study for only 19 different samples, it is clearly impossible with the present data set to estimate "type-specific" RBA values for each combination of phase, size, and matrix association.

Estimated Type I error probabilities, (hat {alpha }), were based on 10000 replications.

The Null-Specific SNPs were intended for estimating type I error rate and the Causal-Specific SNPs for estimating power for a specific allele frequency set in the populations.