|Insert the start year of the data
|Insert the start month of the data
|Insert the data start date
If the time unite is weekly, select the number 52 and if the time unite is
monthly, select the number 12
|Range of Data(min)
|Insert the beginning of the range under review
|Range of Data(max)
|Insert the end of the range under review
|How many years back in time to include when forming the base counts.
|w )windows size(
Windows size, i.e. number of weeks to include before and after the current
|An approximate (two-sided) (1 − α) prediction interval is calculated
A scalar indicating when observations are seen as outlier. In the original
|Choose xlsx File
In this section, upload the data file. The data format should be according to the
Flexible Algorithm Farrington
The Farrington Flexible algorithm is one of the algorithms based on generalized linear models (GLM), and the improved method of the Farrington algorithm, which was developed by Nuofaily et al. (2013). This model estimates the number of infections in the previous week and includes a linear trend and a ten-level annual factor. The annual factor encompasses a reference period of seven weeks, including one recent week, three past weeks, and three future weeks (), as well as nine five-week periods per year. Additionally, the model takes into account the number of corresponding weeks in previous years by considering b years in the past. The corresponding linear logarithmic model is expressed as follows:
where represents the seasonal factor corresponding to week ; assuming , . In this model a trend is always fitted, except in cases of sparse data for specific infections.
Noufaily A, Enki DG, Farrington P, Garthwaite P, Andrews N, Charlett A. An improved algorithm for outbreak detection in multiple surveillance systems. Statistics in medicine. 2013
Zareie, B., Poorolajal, J., Roshani, A. et al. Outbreak detection algorithms based on generalized linear model: a review with new practical examples. BMC Med Res Methodol 23, 235 (2023).