Open Access

Research on Rural Logistics Terminal Distribution Efficiency Improvement in Rural Revitalization Strategy Assisted by Artificial Intelligence

  
Mar 19, 2025

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Figure 1.

LRP schematic
LRP schematic

Figure 2.

Quality variation of products
Quality variation of products

Figure 3.

Flow chart of artificial potential field algorithm
Flow chart of artificial potential field algorithm

Figure 4.

SEM model of the efficiency of rural logistics terminal distribution
SEM model of the efficiency of rural logistics terminal distribution

Numerical results of small instances

Problem name Problem size AACO ACO
Z* Enabled quantity Error/% Z* Enabled quantity Error/%
R101 3-10 36997 1-4 0.00 66263 2-7 0.02
R102 3-10 35145 1-3 0.03 57981 2-7 0.29
R103 3-10 35909 1-3 0.49 60625 2-8 0.30
R104 3-10 30767 1-2 0.00 33135 1-5 0.01
R105 3-10 33962 1-5 0.00 37681 1-10 1.23
R106 3-10 32044 1-4 0.00 38927 1-8 0.30
R107 3-10 31960 1-4 0.00 39681 1-8 1.03
R108 3-10 31818 1-3 0.34 36388 1-6 0.58
R109 3-10 32791 1-2 0.00 34148 1-5 0.27
R110 3-10 31485 1-2 0.00 35882 1-6 0.00
R112 3-10 31425 1-2 0.00 35493 1-5 0.32
R105 3-25 55172 2-5 0.00 60608 2-8 0.83
R106 3-25 55870 2-4 0.00 58718 2-8 0.21
R107 3-40 82155 3-5 0.22 86005 3-7 0.37
R108 3-40 83961 3-5 2.33 87197 3-8 3.31
R110 3-40 83814 3-6 0.90 88944 3-9 1.20
R112 3-40 82437 3-5 1.04 84390 3-9 1.99
C101 3-25 58139 2-3 0.00 58977 2-6 0.24
C102 3-25 57810 2-3 0.00 60318 2-6 0.07
C103 3-25 57338 2-3 0.00 58974 2-7 0.37
C104 3-25 58042 2-3 0.00 59697 2-6 0.21
C105 3-25 58612 2-3 0.25 59619 2-8 0.00
C106 3-25 58259 2-3 0.00 59410 2-8 0.28
C107 3-25 59336 2-3 0.87 58724 2-7 0.26
C108 3-25 57823 2-3 0.05 58363 2-6 0.37
C109 3-25 57185 2-3 0.00 60336 2-8 0.07

Model suitability evaluation results

Fitness indicator Statistical measure Recommended value Actual fitting value Adaptation evaluation results
Absolute fitting index CHI/DF (1,3) 2.357 Ideal
GFI >0.9 0.889 Passable
RMSEA <0.08 0.068 Qualified
Relative fitting index IFI >0.9 0.876 Passable
CFI >0.9 0.893 Passable
Simplicity adaptation index PGFI >0.5 0.561 Qualified
PNFI >0.5 0.574 Qualified

Model path coefficient estimation

Model type Variable relation Normalized regression coefficient The standard error of the estimation parameter Critical ratio Significance
Structural equation QS←EB2 0.457 0.085 1.128 **
QS←IL 0.958 0.129 11.205 ***
EB1←QS 0.982 0.084 13.247 ***
EBI←OE 0.264 0.213 1.436 **
EBI←ID 0.323 0.232 1.752 **
Measurement equation X1←QS 0.661 0.061 8.414 ***
X2←QS 0.925 0.072 12.438 ***
X3←QS 0.792 - - -
X4←QS 0.851 - - -
X5←QS 0.928 0.086 14.203 ***
X6←QS 0.794 0.079 11.251 ***
X7←QS 0.879 0.088 11.987 ***
X8←QS 0.943 0.080 14.125 ***
X9←IL 0.844 - - -
X10←IL 0.796 0.097 11.127 ***
X11←IL 0.883 0.142 12.340 ***
X12←EB2 0.589 - - -
X13←EB2 0.824 0.259 7.256 ***
X14←EB2 0.922 0.288 8.315 ***
X15←ID 0.837 - - -
X16←ID 0.928 0.087 14.023 ***
X17←ID 0.795 0.103 11.208 ***
X18←OE 0.902 - - -
X19←OE 0.774 0.089 11.415 ***
X20←OE 0.808 0.071 12.468 ***

Numerical results of large-scale instances

Problem name Problem size AACO ACO
Z* Enabled quantity Error/% Z* Enabled quantity Error/%
R101 3-50 54471 2-11 0.02 55454 2-13 0.27
R103 3-50 44567 2-8 0.03 50626 2-11 0.35
R105 3-50 57161 2-8 3.57 63124 2-13 1.58
R107 3-50 59978 2-6 0.04 63383 2-13 0.21
R109 3-50 55578 2-7 0.02 60524 2-10 0.25
R111 3-50 51209 2-6 0.23 53704 2-9 0.01
R101 4-50 79985 3-11 0.01 80423 3-14 0.09
R103 4-50 69772 3-8 0.00 72509 3-12 0.19
R105 4-50 73655 3-8 0.2 74794 3-11 0.14
R107 4-50 71807 3-6 0.00 75552 3-10 0.03
R109 4-50 73031 3-7 0.00 74737 3-12 0.39
R111 4-50 72617 3-6 0.02 73512 3-9 0.58
R101 5-50 102625 4-11 0.01 116441 4-13 1.25
R103 5-50 99020 4-8 0.02 104661 4-10 0.01
R105 5-50 100330 4-8 0.47 107958 4-11 1.25
R107 5-50 97618 4-6 0.56 104461 4-9 1
R109 5-50 99952 4-7 0.82 104891 4-11 0.59
R111 5-50 98772 4-6 0.58 102784 4-9 1.22
C101 3-50 79301 3-5 0.03 80340 3-8 0.51
C102 3-50 78063 3-5 0.05 81809 3-7 0.21
C103 3-50 79639 3-6 0.03 80458 3-8 0.33
C104 3-50 79459 3-5 0.02 79781 3-8 0.67
C105 3-50 80344 3-7 0.01 82754 3-9 0.27
C106 3-50 79538 3-8 0.00 81385 3-9 0.02
C107 3-50 81384 3-10 0.01 83391 3-12 0.78
C108 3-50 79543 3-7 0.00 81144 3-10 0.41
C109 3-50 80238 3-8 0.01 81064 3-9 0.82
C101 5-50 98822 4-6 0.01 101709 4-8 0.19
C102 5-50 99237 4-6 0.02 110225 4-9 0.42
C103 5-50 122854 5-6 9.97 138197 5-9 21.04
C104 5-50 124010 5-7 10.68 135480 5-11 22.15
C105 5-50 98611 4-6 0.01 102968 4-9 2.88
C106 5-50 98117 4-6 0.02 100435 4-10 1.5
C107 5-50 99178 4-6 0.03 100968 4-9 0.87
C108 5-50 100515 4-8 0.03 101638 4-11 0.57
C109 5-50 100958 4-9 2.26 101614 4-13 1.23

Reliability test results

Latent variable Measurable variable (Code) Mean Standard deviation Factor load Cronbach’s Alpha
Economic benefits X1 3.42 0.758 0.792 0.826
X2 3.94 1.164 0.743
X3 3.97 1.325 0.825
Quality of service X4 3.81 1.417 0.763 0.948
X5 3.92 1.453 0.849
X6 3.95 1.215 0.726
X7 3.93 1.402 0.794
X8 3.95 1.379 0.858
Informatization level X9 3.11 1.024 0.737 0.862
X10 3.10 0.976 0.728
X11 3.83 1.421 0.794
Ecological benefits X12 3.98 0.957 0.735 0.837
X13 3.93 1.203 0.783
X14 3.84 1.215 0.821
Industry development X15 3.92 1.248 0.805 0.894
X16 3.85 1.302 0.837
X17 3.86 1.294 0.729
Organizational efficiency X18 3.77 1.259 0.796 0.861
X19 3.54 1.326 0.747
X20 3.71 1.137 0.772
Total 0.952
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