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A configurational model of reward-based crowdfunding project characteristics and operational approaches to delivery performance

机译:基于奖励的众筹项目特征和交付绩效的操作方法的配置模型

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摘要

Reward-based crowdfunding projects promise funders various kinds of rewards for contributing to their funding goals. After successful funding, the funders expect the project owners to deliver the promised rewards within the specified delivery time. Contrary to crowdfunding research based on conventional symmetric thinking, this research investigates the crowdfunded projects using asymmetric analytics to identify different configurational paths to delivery performance. Using data from the Kickstarter crowdfunding platform, Qualitative Comparative Analysis (QCA) was conducted for the antecedent factors, including project venture status, promised lead time, and sourcing as well as production approaches. The findings indicate that the configurational models, with high consistency and coverage, are sufficient antecedent conditions for on-time and late delivery. Further, the results confirm that a single antecedent condition cannot solely produce an outcome but should be incorporated with other conditions to produce an intended outcome. The findings offer insights into the setting of realistic promised lead times that can be combined with other antecedent conditions to achieve on-time delivery. This research supports the complexity theory and extends its application to crowdfunding research by emphasizing that the approaches for on-time reward delivery performance are unique and not mirror opposites of those applied in late reward delivery performance. Further implications are drawn for crowdfunding stakeholders.
机译:基于奖励的众筹项目向资助者承诺为实现其筹资目标做出各种奖励。成功筹集资金后,资助者期望项目所有者在指定的交付时间内交付承诺的回报。与基于传统对称思维的众筹研究相反,本研究使用非对称分析研究众筹项目,以识别交付绩效的不同配置路径。使用来自Kickstarter众筹平台的数据,对前项因素进行了定性比较分析(QCA),包括项目风险状况,承诺的交货时间,采购以及生产方式。研究结果表明,具有高一致性和覆盖率的配置模型是按时交付和延迟交付的充分前提条件。此外,结果证实单一的先决条件不能仅产生结果,而应与其他条件结合以产生预期的结果。这些发现提供了对现实的承诺交货时间设置的见解,可以与其他先决条件相结合以实现准时交货。该研究强调了准时奖励交付绩效的方法是唯一的,并没有与后期奖励交付绩效中所应用的对立面相提并论,从而支持了复杂性理论并将其应用扩展至众筹研究。对众筹利益相关者有进一步的影响。

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