From: Stochastic multi-criteria decision-making: an overview to methods and applications
Distributions used in SMCDM problem | Reference |
---|---|
Uniform | Xiong and Qi [59]; Zhou et al. (2016); Minmin and Li [35]; Jing et al. [21]; Hyde and Maier [17]; Marinoni [34]; Cobuloglu and Büyüktahtakın [9]; Zhao and Li [70]; Marinoni [33]; Zhou et al. [71] |
Normal | Xiong and Qi [59]; Ramanathan [43]; Peng and Yang [39]; Tavana et al. [51]; Eskandari and Rabelo [11]; Kim et al. [25]; Szidarovszky and Szidarovszky (2009); Marinoni [34]; Zhang et al. [67]; Yang and Huang [60]; Zhou et al. [71]; Kolios et al. [26]; Shengbao and Chaoyuan [48]; Keshavarz Ghorabaee et al. [24] |
Weibull | Hyde and Maier [17]; |
Exponential | Van den Honert [55]; |
Binomial | |
Triangular | Banuelas and Antony [3]; Zarghami and Szidarovszky [65]; Marinoni [34]; Prato [41]; Cobuloglu and Büyüktahtakın [9]; Zhao and Li [70]; Marinoni [33]; Marinoni [33] |
Beta | Jing et al. [20]; Jalao et al. [18]; Marinoni [34]; Cobuloglu and Büyüktahtakın [9]; Zhao and Li [70]; Marinoni [33] |
Discrete | Stam and Silva [49]; Tan et al. [50]; Zaras [64]; Zaras [62]; Maciej Nowak [37]; Wang et al. [56]; Zhou et al. [71]; Zhou et al. [72]; Zaras [63] |
Lognormal | |
Loglogistic | Hyde and Maier [17]; |
Gamma | Marinoni [34]; |
Others (3-parameter Weibull, Smallest extreme value, Chi-Square, Logbeta, Posterier, Multinomial, PERT, InvGauss, Pearson 5, Gaussian, Dirac’s delta function) | Mousavi et al. [36]; Ramanathan [43]; Stam and Silva [49]; Hahn [14]; Hahn [15]; Jing et al. [20]; Ramanujan et al. [44]; Hyde and Maier [17]; Durbach et al. [10]; |