Sentence examples for periods were estimated using from inspiring English sources

Annualized cost differences (CDs) between periods were estimated using multivariate regressions.

The significant wave heights for the 50- and 100-year periods were estimated using the observed significant wave heights from the 19-year data set from Hualien.

The cumulative percentages for survival during different time periods were estimated using the Kaplan-Meier technique.

Average variations in incidence rates for the 5-year periods were estimated using a Poisson regression, adjusted for age for each gender and location.

Images were analyzed using MetaMorph (Molecular Devices, Sunnyvale, CA) and free-running periods were estimated using Fast Fourier Transform Non-Linear Least Squares (Plautz et al., 1997).

Using the activity log provided by the participants, EE values for the non-wearing periods were estimated using MET values based on the Compendium of Physical Activities by Ainsworth et al. After all data gaps were filled, daily TEE was calculated by summing the amount of EE expended by the participant over the monitoring period (14 days).

Ice loads at 50 year return period were estimated using the "Peaks-Over-Threshold" (POT) method and interpolated to a high resolution map using regression kriging.

Associations between IDWG and outcomes over the exposure period were estimated using proportional hazards regression and adjusted for baseline characteristics.

Other recurrent costs (e.g., administration goods consumed during the observation period) were estimated using both actual and market prices.

To estimate the training effect, variance components for each period were estimated using a similar model in which the random effects were grouped by period instead of setting.

Some costs for the latter period were estimated using proxy figures of the previous year and similar programmes at the MOH.