This statistical analysis corresponds to the behavioral perspective of a large experiment in which Constrictotermes cyphergaster (Blattodea: Isoptera: Termitidae: Nasutitermitinae) termite groups were submitted to four different alarm stimuli. The aim of the work was to known the effect, at the individual scale, of the intensity of alarm stimuli in the emergence of order/disorder in group responses of social groups. The “read-me” file contains a detailed description of each data table used for the analysis. In the data tables, columns correspond to variables and rows to observations. Explanation of variables is on the headers of each data table.

Plots from the MLE (Maximum likelihood estimation) analysis for the step-lengths of the focal termite workers. Two competing models were tested: Truncated Pareto Lévy (TP - red line) vs exponential (EX - blue dashed line) for both (X and Y) axis. Data series are identified with "S" plus a number from 1 to 75). The Lévy exponent ($1 < \mu \leq 3.0$) and the Akaike weights (wAIC) for the competing models (1 for full support, 0 for not support) are shown in the plots.

This statistical analysis corresponds to the behavioral perspective of a large experiment in which Constrictotermes cyphergaster (Blattodea: Isoptera: Termitidae: Nasutitermitinae) termite groups were submitted to four different alarm stimuli. The aim of the work was to known the effect, at the individual scale, of the intensity of alarm stimuli in the emergence of order/disorder in group responses of social groups. The “read-me” file contains a detailed description of each data table used for the analysis. In the data tables, columns correspond to variables and rows to observations. Explanation of variables is on the headers of each data table.

Plots from the MLE (Maximum likelihood estimation) analysis for the step-lengths of the focal termite workers. Two competing models were tested: Truncated Pareto Lévy (TP - red line) vs exponential (EX - blue dashed line) for both (X and Y) axis. Data series are identified with "S" plus a number from 1 to 75). The Lévy exponent ($1 < \mu \leq 3.0$) and the Akaike weights (wAIC) for the competing models (1 for full support, 0 for not support) are shown in the plots.