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. 2022 Jun 30;126:109238. doi: 10.1016/j.asoc.2022.109238

Table 4.

Articles that developed MCDM methods in the context of COVID-19 under fuzzy environment.

Authors Fuzzy sets (uncertainty theories) Frequency
Chen and Lin [107 ], Hosseini et al. [114 ], Manupati et al. [77 ], Das et al. [115 ], Majumdar et al. [116 ], Shah et al. [121 ], Lin et al. [5], [6], Choudhury et al. [124 ], Yao [130 ], Özkan et al. [10 ], Kumar et al. [133 ], Chen and Wang [143 ], Palouj et al. [144 ], Altay et al. [71 ], Razzaq et al. [8 ], Orji and Ojadi [152 ], Karmaker et al. [153 ], Mahmoudi et al. [155 ], Sharma et al. [157 ], Asadi et al. [139 ], Samanci et al. [145 ] Type-1 fuzzy set 21
Ocampo and Yamagishi [104 ], Ecer and Pamucar [118 ], Ocampo et al. [119 ], Goker [125 ], Alam et al. [141 ] Intuitionistic fuzzy set 5
Mardani et al. [102 ], Saraji et al. [117 ], Mishra et al. [123 ], Ghorui et al. [131 ] Hesitant fuzzy set 4
Paul et al. [140 ], Petrudi et al. [134 ], Shanker et al. [142 ], Mehmood et al. [151 ] Grey theory 4
Ashraf and Abdullah [103 ], Ashraf et al. [109 ], Alsalem et al. [146 ] Spherical fuzzy set 3
Boyacıand Şişman [126 ], Albahri et al. [147 ] Pythagorean fuzzy set 2
Aydin and Seker [120 ], Wan et al. [93 ] Interval type 2 fuzzy set 2
Alkan and Kahraman [112 ], Khan et al. [16], [17] q-rung orthopair fuzzy set 2
Chai et al. [127 ], Xiaozhen et al. [158 ] Z-number 2
Hezam et al. [135 ] Neutrosophic set 1
Kirişci et al. [70 ] Pythagorean fuzzy soft set 1
Belhadi et al. [106 ] Interval-valued fuzzy set 1
Wen and Liao [156 ] Probabilistic linguistic term set 1