| Literature DB >> 31540283 |
Qing Lan1,2, Xiaojun Li3.
Abstract
In recent years, the outbreak of many school sports injury accidents aroused widespread public concern about liability determination of accident. Previous studies have examined the legal application of the liability principles from a law perspective, but few kinds of research attempted to analyze the progress of liability determination from the perspective of "law economics". To fill this research gap, we introduce the evolutionary game model, as an important theoretical tool of "law economics", to investigate how various factors influence the strategy selection of the parties, as well as examine what liability principle can effectively treat school sports injury accidents. The results indicate that the strategic selection of the subject of liability is significantly related to the accident compensation cost and the prevention cost of both parties. Moreover, we also find that both strict and proportional liability rules can play key roles in dealing with the issue of liability determination of school sports injury accidents, but the two liability rules have different effects on the strategic selection of parties. More specifically, compared to the strict liability principle, the proportional liability principle can motivate both the school and the students to adopt the active strategy of "appropriate caution" to prevent occurring sports injury accidents in schools.Entities:
Keywords: evolutionary game model; injury accidents; liability determination; proportional liability rule; strict liability rule
Mesh:
Year: 2019 PMID: 31540283 PMCID: PMC6788191 DOI: 10.3390/ijerph16183403
Source DB: PubMed Journal: Int J Environ Res Public Health ISSN: 1660-4601 Impact factor: 3.390
The game matrix between the two participants.
| Game Players | School | ||
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| Appropriate Caution (α) | No Caution (1 − α) | ||
| Students and Their Guardians | Appropriate caution ( | ( | ( |
| No caution ( | ( | ( | |
The determinant and trace of equilibrium points.
| Equilibrium Point | Determinant | Trace |
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Local stability analysis of equilibrium points (EP).
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| O (0,0) | + | - | ESS | + | - | ESS | |||||
| A (0,1) | - | ~ | Saddle | + | + | unstable | |||||
| C (1,0) | - | ~ | Saddle | - | ~ | Saddle | |||||
| B (1,1) | + | + | unstable | - | ~ | Saddle | |||||
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| O (0,0) | + | - | ESS | + | - | ESS | |||||
| A (0,1) | + | + | unstable | - | ~ | Saddle | |||||
| C (1,0) | + | + | unstable | + | + | unstable | |||||
| B (1,1) | - | - | unstable | - | ~ | Saddle | |||||
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| O (0,0) | - | ~ | Saddle | - | ~ | Saddle | |||||
| A (0,1) | - | ~ | Saddle | + | + | unstable | |||||
| C (1,0) | + | + | unstable | - | ~ | Saddle | |||||
| B (1,1) | + | - | ESS | + | - | ESS | |||||
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| O (0,0) | - | ~ | Saddle | - | ~ | Saddle | |||||
| A (0,1) | + | - | ESS | + | - | ESS | |||||
| C (1,0) | + | + | unstable | - | ~ | Saddle | |||||
| B (1,1) | - | ~ | Saddle | + | + | unstable | |||||
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| O (0,0) | + | + | unstable | - | ~ | Saddle | |||||
| A (0,1) | - | ~ | Saddle | - | ~ | Saddle | |||||
| C (1,0) | + | - | ESS | - | ~ | Saddle | |||||
| B (1,1) | - | ~ | Saddle | - | ~ | Saddle | |||||
Figure 1Phase portrait of the evolutionary game ().
Figure 2The evolution process of the system game strategy under the condition of high prevention cost from both parties (case 1).
Figure 3The evolution process of the system game strategy under the condition of high ratios of the prevention cost that school should undertake (case 2).
Figure 4The evolution process of the system game strategy under the condition of high accident loss (case 3).
Figure 5The evolution process of the system game strategy under the condition of low prevention cost from the student and high accident loss (case 4).
Figure 6The evolution process of the system game strategy under the condition of low prevention cost from school and high accident loss (case 5).
Results of the evolution of the system game strategy. (☆ is for the strict liability rule. ★ is for the proportional liability rule.)
| Strategy | (School: No Caution, Student/Guardians: No Caution) | (School: Appropriate Caution, Student/Guardians: Appropriate Caution) | (School: Appropriate Caution, Student/Guardians: No Caution) | (School: No Caution, Student/Guardians: Appropriate caution) | |
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| Case | |||||
| Case 1 ( | ☆ ★ | ||||
| Case 2 ( | ☆ ★ | ||||
| Case 3 ( | ☆ | ★ | |||
| Case 4 ( | ☆ ★ | ||||
| Case 5 ( | ☆ ★ | ||||