\begin{table}[htbp]\centering\caption{Rejection probabilities: $\alpha = 0.05$ ($2,000$ Monte Carlo iterations)}\renewcommand{\arraystretch}{1.0}\setlength{\tabcolsep}{2pt}\begin{tabular}{@{}c*{17}{c}@{}}\toprule& \multicolumn{17}{c}{$H_0 : \tilde g_1 =_d\tilde g_2$(Watts-Strogatz(2,0.3), $U_{ic} \sim \text{Unif}[-4,4]$, $\theta=(0,2,0,5,4,3)$)} \\& \multicolumn{17}{c}{$q$}  \\\cmidrule(lr){2-18}$C$ & 4 & 5 & 6 & 7 & 8 & 9 & 10 & 11 & 12 & 13 &14 & 15 & 16 & 17 & 18 & 19 & 20  \\\midrule20&65.1&81.0&86.8&91.0&94.1&96.7&98.0& & & & & & & & & & \\50&63.8&79.9&87.7&92.9&96.2&98.0&99.2&99.7&99.8&99.9&100.0&100.0&100.0&100.0&100.0&100.0&100.0\\100&63.9&79.2&86.3&91.8&95.2&97.2&98.3&99.3&99.7&99.8&99.9&100.0&100.0&100.0&100.0&100.0&100.0\\200&63.1&79.9&86.6&92.0&95.5&97.6&98.6&99.1&99.5&99.8&99.9&99.9&99.9&99.9&100.0&100.0&100.0\\\midrule& \multicolumn{17}{c}{$H_0 : \tilde g_1 =_d\tilde g_3$(Watts-Strogatz(2,0.3), $U_{ic} \sim \text{Unif}[-4,4]$, $\theta=(0,2,0,5,4,3)$)} \\\midrule20&47.8&62.4&70.7&75.8&79.2&81.3&82.2& & & & & & & & & & \\50&43.5&56.5&67.9&77.8&84.2&89.0&93.2&95.7&97.2&98.2&98.7&99.2&99.4&99.7&99.8&99.9&99.9\\100&45.6&59.5&66.1&74.2&81.0&86.5&90.2&92.5&95.8&96.5&98.2&99.0&99.3&99.6&99.8&99.9&100.0\\200&44.9&57.6&69.8&76.3&82.0&87.8&90.7&93.2&95.3&96.8&98.0&98.2&98.5&99.2&99.7&99.9&99.9\\\midrule& \multicolumn{17}{c}{$H_0 : \tilde g_1 =_d\tilde g_4$(Watts-Strogatz(2,0.3), $U_{ic} \sim \text{Unif}[-4,4]$, $\theta=(0,2,0,5,4,3)$)} \\\midrule20&23.2&26.8&25.4&23.8&21.8&19.6&19.8& & & & & & & & & & \\50&28.5&36.5&44.1&48.8&53.9&59.5&63.1&65.5&66.0&65.8&63.9&62.0&58.8&56.6&53.9&50.9&48.6\\100&28.1&35.9&43.8&49.5&55.8&61.6&66.5&71.2&75.6&79.3&82.1&86.1&87.3&89.2&91.0&92.2&92.7\\200&27.6&36.5&42.7&49.2&56.5&61.7&66.4&70.6&75.3&79.3&83.0&85.2&88.3&89.9&91.2&93.0&94.2\\\midrule& \multicolumn{17}{c}{$H_0 : \tilde g_5 =_d\tilde g_6$(Watts-Strogatz(2,0.3), $U_{ic} \sim \text{Unif}[-4,4]$, $\theta=(0,2,0,5,4,3)$)} \\\midrule20&69.2&84.0&88.9&91.3&90.9&92.5&94.3& & & & & & & & & & \\50&63.7&81.1&88.3&93.5&97.0&98.6&99.3&99.7&100.0&100.0&100.0&100.0&100.0&100.0&100.0&100.0&100.0\\100&63.8&78.6&86.1&91.9&96.0&97.8&98.9&99.2&99.6&99.8&100.0&100.0&100.0&100.0&100.0&100.0&100.0\\200&66.4&80.0&87.4&92.5&96.2&97.7&98.7&99.2&99.7&99.9&99.9&100.0&100.0&100.0&100.0&100.0&100.0\\\midrule& \multicolumn{17}{c}{$H_0 : \tilde g_5 =_d\tilde g_7$(Watts-Strogatz(2,0.3), $U_{ic} \sim \text{Unif}[-4,4]$, $\theta=(0,2,0,5,4,3)$)} \\\midrule20&51.2&67.8&75.6&79.5&80.7&82.0&81.3& & & & & & & & & & \\50&45.1&60.7&70.2&79.8&86.9&91.6&94.5&97.4&98.4&99.0&99.2&99.5&99.5&99.7&99.6&99.6&99.4\\100&43.4&59.0&68.5&75.1&82.4&87.3&91.6&94.7&96.2&97.5&98.5&99.2&99.6&99.8&100.0&100.0&100.0\\200&44.9&59.2&66.5&74.8&80.2&85.5&90.6&92.8&95.2&96.5&97.7&98.5&98.8&99.2&99.6&99.7&99.8\\\midrule& \multicolumn{17}{c}{$H_0 : \tilde g_5 =_d\tilde g_8$(Watts-Strogatz(2,0.3), $U_{ic} \sim \text{Unif}[-4,4]$, $\theta=(0,2,0,5,4,3)$)} \\\midrule20&25.5&30.9&33.8&34.5&31.2&29.8&28.7& & & & & & & & & & \\50&25.2&33.5&40.1&46.1&50.6&56.7&60.1&64.0&68.8&71.5&73.8&75.9&76.3&75.5&75.0&73.0&71.0\\100&25.8&36.7&42.6&50.0&56.7&62.4&66.2&71.8&74.6&77.2&81.0&84.0&86.5&87.6&88.8&90.5&91.6\\200&26.6&35.8&42.2&48.1&55.4&61.3&65.8&71.2&75.4&79.7&83.2&85.8&88.0&89.7&91.3&93.3&94.5\\\bottomrule\end{tabular}\label{tab:rej_prob_power_543}\end{table}