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出行高峰期下网约车平台定价与补贴策略研究

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针对出行高峰期乘客打车难、车辆供不应求的现象,基于高峰期网约车平台同时采取加价策略和给予司机补贴的实际场景,考虑司机供给价格的异质性,并结合司机出车决策的参考点依赖理论,以平台期望利润最大化为目标,构建网约车平台与司机的Stackelberg博弈模型,运用库恩-塔克定理,求解高峰期网约车平台最优服务价格和最优补贴力度.研究表明:高峰期网约车平台的期望利润随着补贴力度的增加呈现出"倒U型"演变轨迹;当网约车平台的补贴力度在临界值之内时,平台期望利润随着服务价格的增加呈现出先增后减的趋势,当到达临界值(高点)时,网约车平台期望利润实现最大化;高峰期网约车平台通过采取合理的服务价格和补贴策略可以有效降低司机资源流失的风险,调节供需关系,提高双方收益.
Research on Pricing and Subsidy Strategies for Ride-Hailing Platforms During Peak Period
To address the challenges of passenger difficulty in hailing rides and in-sufficient vehicle supply during peak periods,this paper is based on an actual scenario in which ride-hailing platforms implement both surge pricing and subsidy strategies during peak periods,taking into account the heterogeneity of driver supply prices.By incorporating the reference point dependence theory of the driver decision-making and aiming to maximize platform expected profits,a Stackelberg game model is es-tablished to analyze the interaction between the platform and drivers.Kuhn-Tucker theorem is applied to determine the optimal service price and subsidy level for the platform during peak periods.The results reveal that the expected profit of plat-forms during the peak period showed an"inverted U-shape"trajectory as subsidies increased.When the subsidy level is within a critical range,the expected profits of the platform initially increase and then decrease with increasing service prices.The maximum expected profits of the platform are achieved when the critical value(peak point)is reached.By adopting appropriate pricing and subsidy strategies,ride-hailing platforms during peak period can effectively reduce the risk of driver attrition,ad-just supply-demand relationships,and enhance the benefits for both the platform and drivers.

Ride-hailing platformsKKT conditionspricingplatform subsidiesStackelberg game

刘姝君、陈进东、马艳红

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北京信息科技大学经济管理学院,北京 100192

智能决策与大数据应用北京市国际科技合作基地,北京 100192

网约车平台 KKT条件 定价 补贴 Stackelberg博弈

国家重点研发计划北京市市属高等学校优秀青年人才培育计划国家自然科学基金面上项目北京市社会科学基金

2019YFB1405303BPHR2022032337217401819GLC066

2024

系统科学与数学
中国科学院数学与系统科学研究院

系统科学与数学

CSTPCD北大核心
影响因子:0.425
ISSN:1000-0577
年,卷(期):2024.44(6)
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