. 2024 Jul 2;14:15253. doi: 10.1038/s41598-024-65679-w

Table 2.

Assessment of expert $D_{2}$ .

	T₁	T₂	T₃	T₄
$A_{1}$	$〈(\begin{matrix} 0.53 e^{i 2 π (0.46)}, \\ 0.54 e^{i 2 π (0.45)}, \\ 0.46 e^{i 2 π (0.72)} \end{matrix}), 0.5〉$	$〈(\begin{matrix} 0.55 e^{i 2 π (0.62)}, \\ 0.38 e^{i 2 π (0.67),} \\ 0.72 e^{i 2 π (0.45)} \end{matrix}), 0.5〉$	$〈(\begin{matrix} 0.63 e^{i 2 π (0.51)}, \\ 0.56 e^{i 2 π (0.46)}, \\ 0.56 e^{i 2 π (0.68)} \end{matrix}), 0.5〉$	$〈(\begin{matrix} 0.65 e^{i 2 π (0.46)}, \\ 0.35 e^{i 2 π (0.45)}, \\ 0.53 e^{i 2 π (0.72)} \end{matrix}), 0.4〉$
$A_{2}$	$〈(\begin{matrix} 0.65 e^{i 2 π (0.51)}, \\ 0.68 e^{i 2 π (0.46)}, \\ 0.46 e^{i 2 π (0.68)} \end{matrix}), 0.6〉$	$〈(\begin{matrix} 0.64 e^{i 2 π (0.46)}, \\ 0.54 e^{i 2 π (0.45)}, \\ 0.36 e^{i 2 π (0.72)} \end{matrix}), 0.8〉$	$〈(\begin{matrix} 0.48 e^{i 2 π (0.46)}, \\ 0.37 e^{i 2 π (0.45)}, \\ 0.56 e^{i 2 π (0.72)} \end{matrix}), 0.5〉$	$〈(\begin{matrix} 0.48 e^{i 2 π (0.46)}, \\ 0.55 e^{i 2 π (0.45)}, \\ 0.56 e^{i 2 π (0.72)} \end{matrix}), 0.9〉$
$A_{3}$	$〈(\begin{matrix} 0.65 e^{i 2 π (0.46)}, \\ 0.55 e^{i 2 π (0.45)}, \\ 0.53 e^{i 2 π (0.72)} \end{matrix}), 0.7〉$	$〈(\begin{matrix} 0.44 e^{i 2 π (0.46)}, \\ 0.55 e^{i 2 π (0.45)}, \\ 0.66 e^{i 2 π (0.74)} \end{matrix}), 0.4〉$	$〈(\begin{matrix} 0.67 e^{i 2 π (0.46)}, \\ 0.57 e^{i 2 π (0.45)}, \\ 0.56 e^{i 2 π (0.72)} \end{matrix}), 0.7〉$	$〈(\begin{matrix} 0.51 e^{i 2 π (0.46)}, \\ 0.47 e^{i 2 π (0.45)}, \\ 0.56 e^{i 2 π (0.72)} \end{matrix}), 0.5〉$
$A_{4}$	$〈(\begin{matrix} 0.48 e^{i 2 π (0.46)}, \\ 0.47 e^{i 2 π (0.45)}, \\ 0.56 e^{i 2 π (0.72)} \end{matrix}), 0.4〉$	$〈(\begin{matrix} 0.61 e^{i 2 π (0.46)}, \\ 0.45 e^{i 2 π (0.45)}, \\ 0.53 e^{i 2 π (0.72)} \end{matrix}), 0.5〉$	$〈(\begin{matrix} 0.63 e^{i 2 π (0.51)}, \\ 0.48 e^{i 2 π (0.46)}, \\ 0.46 e^{i 2 π (0.68)} \end{matrix}), 0.9〉$	$〈(\begin{matrix} 0.58 e^{i 2 π (0.46)}, \\ 0.55 e^{i 2 π (0.45)}, \\ 0.56 e^{i 2 π (0.72)} \end{matrix}), 0.9〉$