Table 14 CDPNIVWA operator  \((\nabla = 3)\).

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

 

\(CDPNIVWA \,\,operator\,\,(\nabla = 3)\)

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

\(\big \langle (0.9489,0.5788);[0.0143 e^{i2\pi (0.0083)},0.0186e^{i2\pi (0.0114)}],[0.2527e^{i2\pi (0.1741)},0.2798e^{i2\pi (0.214)}]\big \rangle\)

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

\(\big \langle (0.8554,0.5385);[0.0035e^{i2\pi (0.0048)},0.0049e^{i2\pi (0.0065)}],[0.1823e^{i2\pi (0.1474)},0.2155e^{i2\pi (0.174)}]\big \rangle\)

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

\(\big \langle (0.8863,0.7673);[0.0059e^{i2\pi (0.0058)},0.0128e^{i2\pi (0.0088)}],[0.2056e^{i2\pi (0.1374)},0.2351e^{i2\pi (0.1571)}]\big \rangle\)

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

\(\big \langle (0.8371,0.6399);[0.0048e^{i2\pi (0.0061)},0.0091e^{i2\pi (0.0167)}],[0.2092e^{i2\pi (0.1908)},0.2334e^{i2\pi (0.2248)}]\big \rangle\)

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

\(\big \langle (0.8922,0.5985);[0.0107e^{i2\pi (0.0151)},0.0143e^{i2\pi (0.0199)}],[0.2489e^{i2\pi (0.2046)},0.2959e^{i2\pi (0.2296)}]\big \rangle\)