Sentence examples for Using regression techniques from inspiring English sources

Using regression techniques (Technical Appendix), we statistically examined the relationship between the number of cholera cases in each health district and the following list of geographic and environmental variables: area; population; and presence/absence of cities of >100,000 inhabitants, of railway stations, of harbors, of major tracks or roads, and of lakes.

The three groups were compared using regression techniques for unadjusted analyses and to adjust for age, disease duration, and gender.

Empirical model has been developed by experimental results using regression techniques in order to frame the fitness function.

The approach taken was to predict soil class from a large number of environmental covariates using regression techniques.

The association of type of breakfast (cereal breakfast vs breakfast without cereal) with the outcomes of interest was estimated using regression techniques.

The present study aims to extend the past temperature record of designated meteorological stations in Hong Kong using regression techniques in order to supplement the understanding of past climatic conditions at district level where observational records are generally lacking.

Open image in new window Fig. 7 Static Young's modulus calibration using regression technique.

The time series model of temperature is constructed in "Time series modeling", while "Results and discussion" shows the forecast values of EC using regression technique.

Using regression technique, in MINITAB Software, three types of mathematical functions (linear, curvilinear and logarithmic) have been fitted to the experimental data (Asokan et al. 2008): Models representing the relationship between process parameters and output characteristics can be stated in Eqs.

The project is therefore developing a surrogate procedure that will use regression techniques to assimilate this breadth of climate information into the building simulation process.

However, given that the returns to innovation are highly skewed and that growth rates distributions are heavy-tailed, it may be misleading to use regression techniques that focus on the 'average effect for the average firm'.