The Maximizing Deviation Method Based on Interval-Valued Pythagorean Fuzzy Weighted Aggregating Operator for Multiple Criteria Group Decision Analysis

Table 2

The interval-valued Pythagorean fuzzy collective decision matrix.

Alternatives	Criteria
		(0.7481, 0.8553],; 0.2, 0.3])	(0.5964, 0.8473],; 0.1741, 0.368])	(0.5755, 0.7789],; 0.2998, 0.4874])	(0.7226, 0.8439],; 0.2921, 0.3955])	(0.6801, 0.8277],; 0.2378, 0.377])	(0.4957, 0.6645],; 0.4373, 0.572])
	(0.5687, 0.7],; 0.2521, 0.4401])	(0.5252, 0.7011],; 0.2558, 0.4401])	(0.6819, 0.8731],; 0.2549, 0.3824])	(0.7311, 0.8422],; 0.1569, 0.3])	(0.5964, 0.7359],; 0.1923, 0.4076])	(0.8, 0.9],; 0.1516, 0.3])
	(0.5284, 0.6676],; 0.4, 0.5])	(0.7656, 0.8687],; 0.2639, 0.368])	(0.6007, 0.7541],; 0.2521, 0.4025])	(0.6446, 0.8277],; 0.2297, 0.4345])	(0.6454, 0.7776],; 0.2378, 0.3568])	(0.6692, 0.7703],; 0.4, 0.5329])
	(0.6552, 0.8314],; 0.1845, 0.368])	(0.7459, 0.8492],; 0.3031, 0.4076])	(0.6446, 0.8],; 0.4, 0.5])	(0.6248, 0.7904],; 0.2639, 0.368])	(0.5708, 0.7515],; 0.1414, 0.3568])	(0.6639, 0.7977],; 0.3031, 0.4076])