192 | 0 | 33 |
下载次数 | 被引频次 | 阅读次数 |
互联网众包模式的出现提高了企业搜集信息的效率。基于需求导向定价理论和万有引力公式,选择任务的原始定价、任务与会员的距离以及每位会员的限购额作为企业制定平台任务价格的影响因素,研究悬赏制众包模式下任务定价的相关问题。首先,通过数据预处理剔除异常值,使用聚类分析将会员信息分成23类;其次,建立任务完成情况Logistic回归模型,发现平台任务完成情况与任务所处的纬度位置以及任务的原始定价有关;接着,选取每类数据的平均值作为研究对象,借助万有引力公式计算平台任务与会员之间的弹性因子,建立了任务定价模型;最后,通过模型计算得出当任务完成率不变时,企业所需的总成本要小于原始成本。
Abstract:The emergence of the Internet crowdsourcing model has increased the efficiency of information-collecting. Based on the demand-oriented pricing theory and the universal gravitation formula, with the original price, the distance between the task and the member and the limit of each member's purchase taken as the in?uencing factors of the company's platform price, this paper aimed to study the problems of task pricing under the crowdsourcing mode. Firstly, the outliers were eliminated by data preprocessing, and the member information was divided into 23 categories by cluster analysis. Secondly, the Logistic regression model of task completion was established. It is found that the completion of the platform task is related to the latitude position of the task and the original pricing of the task. The average value of each type of data was used as the object. The gravity factor was used to determine the elasticity factor between the platform task and the member, and the task pricing model was established. The ?nal model presents the total cost required by the enterprise when the task completion rate is constant, which is less than the original cost.
[1]胡静思.基于双边市场理论的众包平台定价策略研究[D].武汉:华中师范大学,2017.
[2] LERNER J, TIROLE J. Some simple economics of open source[J]. The Journal of Industrial Economics, 2003, 50(2):197-234.
[3] DIPALANTINO D, VOJNOVIC M. Crowdsourcing and allpay auctions[C]//Proceedings of the tenth ACM conference on Electronic commerce-EC'09, Stanford, California, USA,July 6-10, 2009. New York:ACM Press, 2009.
[4]孙茜,刘海波,杨绪勇,等.创新众包平台对接包方中标率的影响机制研究[J].科学学研究,2016, 34(2):279-287.
[5]全国大学生数学建模竞赛[EB/OL].(2017-09-14)[2018-10-18]. http://www.mcm.edu.cn/html_cn/node/460baf68ab0ed0e1e557a0c79b1c4648.html.
[6]孙向东,刘拥军,陈雯雯,等.箱线图法在动物卫生数据异常值检验中的运用[J].中国动物检疫,2010, 27(7):66-68.
[7]房钦钦,赵为华. Logistic分布位置-尺度参数联合回归建模及其Score检验[J].南通大学学报(自然科学版),2017, 16(1):81-86.
[8] KABACOFF R I. R语言实战[M]. 2版.王小宁,刘撷芯,黄俊文,译.北京:人民邮电出版社,2016:284-289.
[9]刘晓钢.众包中任务发布者出价行为的影响因素研究[D].重庆:重庆大学,2012.
[10]王锦,郝晋珉,陈爱琪,等.基于模糊聚类分析的天津市生态环境承载力评价[J].中国农业大学学报,2018,23(10):112-121.
[11]韩丽娜,李红,韩改宁.基于多元线性回归和多目标规划模型的决策问题研究[J].自动化与仪器仪表,2016(9):177-178.
[12]顾安朋,徐国智,林潮彬,等.营销客户地址数据标准化应用分析与研究[J].科技与创新,2018(16):142-144.
[13]李艳琼,李冬冬,王喆,等.万有引力近邻的多视角分类学习[J/OL].计算机工程与应用[2018-11-29]. http://kns.cnki.net/kcms/detail/11.2127.TP.20181101.0950.019.html.
[14]周轩伟.较多约束多目标规划的最优性条件[J].应用数学,2016, 29(4):902-909.
[15]孟香惠,施保昌,胡新生.线性规划单纯形法的动态灵敏度分析及其应用[J].应用数学,2018, 31(3):697-703.
基本信息:
DOI:
中图分类号:F274
引用信息:
[1]冯俊丰,温晴岚,胡丹青等.基于互联网悬赏制众包模式的定价策略[J],2019,18(02):82-86.
基金信息:
国家自然科学基金项目(71603135);; 国家级大学生创新训练计划项目(201910304006Z)