Autocorrelation for a lag period of 20 days (x-axis) was first assessed without further adjustment (a) using the partial autocorrelation function (PACF). Autocorrelation was strongest at lag of day 1. Including the COVID-19 case count of the previous day (Yt-1) (b) or the logged COVID-19 case count of the previous day (log(Yt-1)) (c) resulted in comparable reductions of autocorrelation among model residuals. Inclusion of lagged residuals of daily case count of day 1 (d) also led to some reduction of autocorrelation but the effect was considerably less pronounced. (TIFF)</p
<p>ACF=autocorrelation function, PACF=partial autocorrelation fuction. After taking a non-seasonal a...
<p>All diagnostics given for the interrupted time series models are not significant at α = 0.05. Sig...
Time series regression has been developed and long used to evaluate the short-term associations of a...
Autocorrelation for a lag period of 20 days (x-axis) was first assessed without further adjustment (...
<p>Plots show auto-correlation of model residuals to 400 lags (400 days) for A) GLM with no random e...
<p>The x-axis gives the number of lags in weeks and, the y-axis, the value of the correlation coeffi...
<p>A and B show ACF and PACF of the training set. C and D show ACF and PACF of the training set afte...
<p>We calculated ACF and PACF for linearly de-trended aggregated SREAS CPUE data (a, b), residuals o...
<p>A and B: autocorrelation function (ACF) of normalized residuals of the base-model fitted to data ...
All spikes aside from the one at 12lag failed to exceed the estimated 95% uncertainty intervals, so ...
Almost all spikes fell within the estimated 95% uncertainty bounds at varying lags apart from the co...
<p>The error autocorrelation was one of the evaluation parameters in the modelling process. As shown...
<p>, are uncorrelated. If the error term is uncorrelated, it proves that there exists strong randomn...
<p>A and B: autocorrelation function (ACF) of normalized residuals of the AR1-model fitted to data o...
The sample autocorrelation function is defined by the mean lagged products (LPs) of random observati...
<p>ACF=autocorrelation function, PACF=partial autocorrelation fuction. After taking a non-seasonal a...
<p>All diagnostics given for the interrupted time series models are not significant at α = 0.05. Sig...
Time series regression has been developed and long used to evaluate the short-term associations of a...
Autocorrelation for a lag period of 20 days (x-axis) was first assessed without further adjustment (...
<p>Plots show auto-correlation of model residuals to 400 lags (400 days) for A) GLM with no random e...
<p>The x-axis gives the number of lags in weeks and, the y-axis, the value of the correlation coeffi...
<p>A and B show ACF and PACF of the training set. C and D show ACF and PACF of the training set afte...
<p>We calculated ACF and PACF for linearly de-trended aggregated SREAS CPUE data (a, b), residuals o...
<p>A and B: autocorrelation function (ACF) of normalized residuals of the base-model fitted to data ...
All spikes aside from the one at 12lag failed to exceed the estimated 95% uncertainty intervals, so ...
Almost all spikes fell within the estimated 95% uncertainty bounds at varying lags apart from the co...
<p>The error autocorrelation was one of the evaluation parameters in the modelling process. As shown...
<p>, are uncorrelated. If the error term is uncorrelated, it proves that there exists strong randomn...
<p>A and B: autocorrelation function (ACF) of normalized residuals of the AR1-model fitted to data o...
The sample autocorrelation function is defined by the mean lagged products (LPs) of random observati...
<p>ACF=autocorrelation function, PACF=partial autocorrelation fuction. After taking a non-seasonal a...
<p>All diagnostics given for the interrupted time series models are not significant at α = 0.05. Sig...
Time series regression has been developed and long used to evaluate the short-term associations of a...