Chinese Journal of Management Science ›› 2024, Vol. 32 ›› Issue (5): 24-37.doi: 10.16381/j.cnki.issn1003-207x.2021.0319
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Received:
2021-02-19
Revised:
2021-08-10
Online:
2024-05-25
Published:
2024-06-06
Contact:
Haolun Wang
E-mail:hlwang71162@nchu.edu.cn
CLC Number:
Haolun Wang. Spent Power Battery Recycling Technology Selection Based on Integrated CoCoSo and Heronian Mean with Intuitionistic Linguistic Rough Number[J]. Chinese Journal of Management Science, 2024, 32(5): 24-37.
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文献 | 决策类型 | 数值类型 | 属性权重 | 是否考虑属性交互 | 是否考虑风险偏好 | 应用领域 |
---|---|---|---|---|---|---|
Erceg等(2019)[ | MAGDM | 区间粗糙数 | 客观 | 否 | 否 | 库存管理 |
Wen等(2019)[ | MAGDM | 犹豫模糊语言数 | 组合 | 否 | 否 | 3PL服务 |
Wen等(2019)[ | MAGDM | 概率语言数 | 主观 | 否 | 否 | 医药冷链 |
Yazdani等(2019)[ | MCDM | 精确数 | 主观 | 否 | 否 | 物流供应商 |
Yazdani等(2019)[ | MAGDM | 灰色数 | 主观 | 否 | 否 | 供应商 |
Peng等(2019)[ | MCDM | 勾股模糊数 | 组合 | 否 | 否 | 5G产业 |
Yazdani等(2020)[ | MAGDM | 粗糙数 | 客观 | 否 | 否 | 选址 |
Ecer和Pamucar(2020)[ | MAGDM | 模糊数 | 主观 | 是 | 否 | 可持续供应商 |
Zolfani和Pamucar(2020)[ | MCDM | 灰色数 | 客观 | 否 | 否 | 选址 |
Liao和Pamucar(2020)[ | MAGDM | 勾股模糊数 | 组合 | 否 | 否 | 冷链分拨中心 |
Peng和Huang(2020)[ | MCDM | 广义正交模糊数 | 组合 | 否 | 否 | 金融风险 |
本文 | MAGDM | ILRN | 组合 | 是 | 是 | SPBRT |
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专家 | C1 | C2 | C3 | C4 | C5 | C6 | C7 |
---|---|---|---|---|---|---|---|
e1 | <l5,(0.4,0.3)> | <l6,(0.5,0.5)> | <l5,(0.6,0.3)> | <l4,(0.7,0.1)> | <l5,(0.2,0.5)> | <l5,(0.5,0.5)> | <l5,(0.3,0.3)> |
e2 | <l4,(0.7,0.2)> | <l6,(0.6,0.2)> | <l5,(0.5,0.3)> | <l3,(0.5,0.4)> | <l5,(0.4,0.2)> | <l5,(0.6,0.2)> | <l6,(0.5,0.1)> |
e3 | <l5,(0.6,0.3)> | <l6,(0.3,0.5)> | <l5,(0.4,0.6)> | <l4,(0.3,0.5)> | <l5,(0.4,0.4)> | <l4,(0.2,0.8)> | <l5,(0.4,0.5)> |
e4 | <l5,(0.4,0.5)> | <l6,(0.6,0.1)> | <l5,(0.3,0.2)> | <l3,(0.8,0.2)> | <l4,(0.6,0.1)> | <l6,(0.4,0.2)> | <l6,(0.8,0.2)> |
e5 | <l4,(0.8,0.1)> | <l6,(0.4,0.5)> | <l4,(0.6,0.1)> | <l4,(0.6,0.1)> | <l5,(0.5,0.4)> | <l5,(0.6,0.4)> | <l5,(0.4,0.2)> |
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方案 | 专家 | C1 | C2 | C3 | C4 | C5 | C6 | C7 |
---|---|---|---|---|---|---|---|---|
A1 | e1 | <l1,(0.5,0.4)> | <l6,(0.5,0.2)> | <l5,(0.3,0.3)> | <l3,(0.4,0.6)> | <l0,(0.5,0.4)> | <l4,(0.3,0.4)> | <l1,(0.4,0.3)> |
e2 | <l1,(0.6,0.2)> | <l5,(0.3,0.5)> | <l6,(0.5,0.2)> | <l1,(0.5,0.3)> | <l1,(0.4,0.3)> | <l5,(0.8,0.1)> | <l2,(0.5,0.4)> | |
e3 | <l2,(0.3,0.5)> | <l5,(0.8,0.1)> | <l6,(0.3,0.5)> | <l2,(0.6,0.2)> | <l4,(0.3,0.2)> | <l4,(0.4,0.2)> | <l2,(0.5,0.3)> | |
e4 | <l1,(0.6,0.3)> | <l4,(0.4,0.2)> | <l5,(0.8,0.1)> | <l3,(0.4,0.5)> | <l1,(0.5,0.3)> | <l3,(0.7,0.2)> | <l1,(0.4,0.5)> | |
e5 | <l0,(0.6,0.3)> | <l5,(0.3,0.3)> | <l6,(0.3,0.2)> | <l3,(0.7,0.3)> | <l2,(0.5,0.2)> | <l3,(0.4,0.4)> | <l0,(0.3,0.5)> | |
A2 | e1 | <l4,(0.8,0.1)> | <l4,(0.6,0.1)> | <l5,(0.4,0.4)> | <l5,(0.5,0.4)> | <l4,(0.6,0.2)> | <l6,(0.3,0.2)> | <l4,(0.8,0.2)> |
e2 | <l5,(0.3,0.4)> | <l4,(0.4,0.3)> | <l6,(0.5,0.3)> | <l5,(0.3,0.4)> | <l6,(0.4,0.3)> | <l5,(0.3,0.4)> | <l5,(0.6,0.3)> | |
e3 | <l4,(0.8,0.2)> | <l6,(0.5,0.3)> | <l5,(0.8,0.1)> | <l4,(0.3,0.4)> | <l6,(0.5,0.3)> | <l5,(0.4,0.6)> | <l6,(0.5,0.2)> | |
e4 | <l4,(0.6,0.2)> | <l3,(0.7,0.1)> | <l4,(0.4,0.3)> | <l5,(0.3,0.3)> | <l4,(0.4,0.2)> | <l2,(0.7,0.3)> | <l3,(0.7,0.3)> | |
e5 | <l4,(0.3,0.2)> | <l4,(0.2,0.5)> | <l4,(0.5,0.3)> | <l5,(0.6,0.3)> | <l4,(0.3,0.4)> | <l6,(0.4,0.2)> | <l5,(0.4,0.4)> | |
A3 | e1 | <l2,(0.7,0.2)> | <l5,(0.8,0.1)> | <l3,(0.5,0.1)> | <l4,(0.6,0.2)> | <l5,(0.3,0.3)> | <l5,(0.5,0.5)> | <l3,(0.5,0.3)> |
e2 | <l3,(0.4,0.4)> | <l5,(0.5,0.5)> | <l3,(0.4,0.5)> | <l3,(0.4,0.4)> | <l5,(0.8,0.2)> | <l4,(0.4,0.5)> | <l4,(0.3,0.2)> | |
e3 | <l4,(0.3,0.5)> | <l4,(0.3,0.6)> | <l4,(0.3,0.2)> | <l6,(0.3,0.2)> | <l5,(0.3,0.6)> | <l4,(0.6,0.2)> | <l5,(0.4,0.3)> | |
e4 | <l3,(0.7,0.1)> | <l4,(0.4,0.5)> | <l4,(0.6,0.2)> | <l4,(0.6,0.3)> | <l5,(0.8,0.1)> | <l2,(0.6,0.1)> | <l5,(0.6,0.3)> | |
e5 | <l1,(0.7,0.2)> | <l3,(0.5,0.1)> | <l3,(0.5,0.5)> | <l4,(0.4,0.3)> | <l5,(0.3,0.4)> | <l3,(0.5,0.2)> | <l4,(0.3,0.4)> | |
A4 | e1 | <l3,(0.4,0.4)> | <l0,(0.6,0.3)> | <l1,(0.6,0.1)> | <l4,(0.7,0.2)> | <l2,(0.7,0.2)> | <l2,(0.5,0.1)> | <l0,(0.6,0.2)> |
e2 | <l5,(0.8,0.2)> | <l1,(0.5,0.4)> | <l2,(0.5,0.2)> | <l5,(0.5,0.5)> | <l1,(0.6,0.3)> | <l2,(0.7,0.2)> | <l1,(0.5,0.4)> | |
e3 | <l5,(0.6,0.3)> | <l6,(0.3,0.5)> | <l2,(0.4,0.3)> | <l3,(0.4,0.5)> | <l2,(0.4,0.3)> | <l5,(0.3,0.4)> | <l1,(0.3,0.5)> | |
e4 | <l5,(0.4,0.3)> | <l1,(0.4,0.2)> | <l5,(0.3,0.4)> | <l2,(0.6,0.4)> | <l2,(0.7,0.3)> | <l3,(0.4,0.5)> | <l1,(0.6,0.1)> | |
e5 | <l4,(0.3,0.2)> | <l1,(0.4,0.5)> | <l3,(0.4,0.4)> | <l3,(0.5,0.4)> | <l1,(0.5,0.4)> | <l2,(0.3,0.5)> | <l1,(0.7,0.3)> |
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A1 | A2 | A3 | A4 | |
---|---|---|---|---|
C1 | [<l0.963,(0.572,0.269)>, <l1.300,(0.432,0.416)>] | [<l4.000,(0.744,0.151)>, <l4.347,(0.496,0.291)>] | [<l2.505,(0.659,0.169)>, <l3.195,(0.451,0.349)>] | [<l4.753,(0.683,0.242)>, <l4.050,(0.465,0.322)>] |
C2 | [<l4.933,(0.425,0.328)>, <l5.075,(0.668,0.149)>] | [<l4.430,(0.410,0.318)>, <l4.080,(0.595,0.139)>] | [<l4.097,(0.392,0.486)>, <l4.327,(0.640,0.117)>] | [<l3.435,(0.414,0.440)>, <l1.153,(0.455,0.291)>] |
C3 | [<l5.745,(0.354,0.358)>, <l5.655,(0.632,0.161)>] | [<l4.690,(0.487,0.331)>, <l5.020,(0.686,0.169)>] | [<l3.218,(0.429,0.376)>, <l3.630,(0.517,0.187)>] | [<l3.533,(0.400,0.346)>, <l1.945,(0.498,0.196)>] |
C4 | [<l2.410,(0.620,0.283)>, <l2.552,(0.476,0.470)>] | [<l4.885,(0.489,0.338)>, <l4.716,(0.327,0.393)>] | [<l4.315,(0.537,0.237)>, <l3.905,(0.428,0.330)>] | [<l3.370,(0.613,0.313)>, <l3.410,(0.467,0.437)>] |
C5 | [<l2.307,(0.439,0.224)>, <l0.923,(0.456,0.345)>] | [<l4.753,(0.524,0.238)>, <l4.753,(0.404,0.336)>] | [<l5.000,(0.707,0.178)>, <l5.000,(0.442,0.439)>] | [<l1.798,(0.656,0.261)>, <l1.407,(0.517,0.353)>] |
C6 | [<l3.685,(0.442,0.328)>, <l4.133,(0.700,0.155)>] | [<l4.920,(0.400,0.405)>, <l4.790,(0.478,0.256)>] | [<l3.855,(0.479,0.361)>, <l3.495,(0.574,0.190)>] | [<l3.702,(0.395,0.392)>, <l2.344,(0.566,0.225)>] |
C7 | [<l0.935,(0.434,0.452)>, <l1.678,(0.471,0.340)>] | [<l4.532,(0.560,0.345)>, <l4.790,(0.690,0.224)>] | [<l4.140,(0.404,0.315)>, <l4.380,(0.516,0.293)>] | [<l0.781,(0.460,0.369)>, <l0.903,(0.599,0.192)>] |
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方案 | ||||
---|---|---|---|---|
A1 | [<l2.204,(0.399,0.411)>,<h2.274,(0.464,0.372)>] | [<l1.544,(0.543,0.272)>,<h1.601,(0.605,0.253)>] | 1.165 | 1.031 |
A2 | [<l3.872,(0.449,0.391)>,<h3.950,(0.461,0.342)>] | [<l2.749,(0.599,0.246)>,<h2.824,(0.603,0.215)>] | 2.129 | 1.910 |
A3 | [<l3.240,(0.442,0.390)>,<h3.428,(0.435,0.370)>] | [<l2.347,(0.590,0.250)>,<h2.506,(0.579,0.244)>] | 1.765 | 1.623 |
A4 | [<l2.443,(0.448,0.425)>,<h1.753,(0.435,0.376)>] | [<l1.839,(0.593,0.282)>,<h1.438,(0.582,0.240)>] | 1.089 | 1.085 |
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参数 | Ki 值 | 排序 |
---|---|---|
s=0,t=1 | K1=1.626,K2=3.434,K3=3.022,K4=1.323 | A2>A3>A1>A4 |
s=1,t=0 | K1=1.532,K2=2.617,K3=2.050,K4=1.819 | A2>A3>A4>A1 |
s=1,t=1 | K1=1.527,K2=2.809,K3=2.357,K4=1.513 | A2>A3>A1>A4 |
s=1,t=3 | K1=1.600,K2=3.082,K3=2.639,K4=1.387 | A2>A3>A1>A4 |
s=1,t=5 | K1=1.684,K2=3.222,K3=2.754,K4=1.343 | A2>A3>A1>A4 |
s=3,t=1 | K1=1.553,K2=2.611,K3=2.094,K4=1.756 | A2>A3>A4>A1 |
s=3,t=3 | K1=1.549,K2=2.740,K3=2.282,K4=1.556 | A2>A3>A4>A1 |
s=3,t=5 | K1=1.614,K2=2.897,K3=2.426,K4=1.483 | A2>A3>A1>A4 |
s=5,t=1 | K1=1.582,K2=2.566,K3=2.007,K4=1.904 | A2>A3>A4>A1 |
s=5,t=5 | K1=1.587,K2=2.739,K3=2.257,K4=1.576 | A2>A3>A1>A4 |
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方法 | 计算结果 | 排序 |
---|---|---|
ILWAA[ | a1=3.232, a2=6.044,a3=4.847, a4=3.120 | A2>A3>A1>A4 |
ILWGA[ | a1=0.000, a2=5.453,a3=4.156, a4=0.000 | A2>A3>A1=A4 |
ILRWA[ | a1=3.544, a2=6.797,a3=5.455, a4=3.510 | A2>A3>A1>A4 |
ILRWGA[ | a1=0.001, a2=0.045,a3=0.012, a4=0.001 | A2>A3>A1≈A4 |
TOPSIS[ | ζ1=0.311, ζ2=0.809, ζ3=0.463, ζ4=0.233 | A2>A3>A1>A4 |
CoCoSo[ | K1=1.821, K2=2.634,K3=2.136, K4=1.722 | A2>A3>A1>A4 |
本文方法 | K1=1.527,K2=2.809,K3=2.357,K4=1.513 | A2>A3>A1>A4 |
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