2021
DOI: 10.1007/s11356-021-15797-z
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Temporal trends of the association between temperature variation and hospitalizations for schizophrenia in Hefei, China from 2005 to 2019: a time-varying distribution lag nonlinear model

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Cited by 10 publications
(3 citation statements)
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“…Firstly, we discovered that the distribution of scatter plot is a non-linear wavy curve; Secondly, the DLNM takes account of both lag effects and the exposure-reaction non-linear relationship, and initially applied in epidemiological studies in 2006 ( 50 ). Multiple studies have suggested that the effects of air pollution and meteorological factors on outcomes have lag effects, while traditional linear models, which only study effects on certain time points without considering lag effects, are likely to produce high linearity, biasing the results ( 51 , 52 ). Therefore, DLNM is a better choice to study the lag effects of exposure, especially in the analysis of air pollution.…”
Section: Discussionmentioning
confidence: 99%
“…Firstly, we discovered that the distribution of scatter plot is a non-linear wavy curve; Secondly, the DLNM takes account of both lag effects and the exposure-reaction non-linear relationship, and initially applied in epidemiological studies in 2006 ( 50 ). Multiple studies have suggested that the effects of air pollution and meteorological factors on outcomes have lag effects, while traditional linear models, which only study effects on certain time points without considering lag effects, are likely to produce high linearity, biasing the results ( 51 , 52 ). Therefore, DLNM is a better choice to study the lag effects of exposure, especially in the analysis of air pollution.…”
Section: Discussionmentioning
confidence: 99%
“…Natural cubic spline (ns) with three degrees of freedom (df) were used to adjust for the delayed effects of sunshine durtaion (lag 0-14), wind speed (lag 0-14) and precipitation (lag 0-14); 3 df were used to adjust for relative humidity and mean temperature (Qiu et al 2019). The long-term and seasonal trends were controlled by using a natural cubic spline function with 7 df per year (Pan et al 2022). DOW t was used to control the effect of day of the week by using a categorical variable.…”
Section: Discussionmentioning
confidence: 99%
“…According to the quasi-Poisson Akaike information criterion (Q-AIC) for temperature and lag with 3 degrees of freedom. We control long-term trends with 7 degrees of freedom per year (Pan et al, 2021). The basic model is shown as below:…”
Section: Data Resourcementioning
confidence: 99%