Table 6 Normalized decision data.

From: Complex Diophantine interval-valued Pythagorean normal set for decision-making processes

 

\(\Gamma _{2}\)

\(\mathcal {Z}_{1}\)

\(\big \langle (0.8667,0.5192); [0.26 e^{i2\pi (0.18)}, 0.28 e^{i2\pi (0.2)}], [0.2925 e^{i2\pi (0.1575)},0.315 e^{i2\pi (0.2025)}]\big \rangle\)

\(\mathcal {Z}_{2}\)

\(\big \langle (0.8,0.6944); [0.16 e^{i2\pi (0.2)}, 0.18 e^{i2\pi (0.22)}], [0.165 e^{i2\pi (0.075)}, 0.18 e^{i2\pi (0.09)}] \big \rangle\)

\(\mathcal {Z}_{3}\)

\(\big \langle (1,0.8); [0.18 e^{i2\pi (0.21)}, 0.27 e^{i2\pi (0.24)}], [0.175 e^{i2\pi (0.105)}, 0.21 e^{i2\pi (0.1225)}] \big \rangle\)

\(\mathcal {Z}_{4}\)

\(\big \langle (0.8667,0.641); [0.18 e^{i2\pi (0.2025)}, 0.225 e^{i2\pi (0.27)}], [0.2025 e^{i2\pi (0.18)}, 0.225 e^{i2\pi (0.225)}] \big \rangle\)

\(\mathcal {Z}_{5}\)

\(\big \langle (0.7333,0.4848); [0.225 e^{i2\pi (0.3)}, 0.25 e^{i2\pi (0.325)}], [0.26 e^{i2\pi (0.2)}, 0.3 e^{i2\pi (0.22)}] \big \rangle\)