理论指导的分析过程:利用基于细分市场的营销分析,利用营销智能,利用理论来支持新银行产品开发的分析过程

Tristan Lim, Tao Pan, C. Ong, Shuaiwei Chen, Jie Jun Jeremy Chia
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引用次数: 0

摘要

零售银行业正在经历相当大的产品竞争和颠覆。新产品开发对于应对这些挑战和重振产品线是必要的。本研究提出了一个实用的现实银行案例研究,其中利用营销分析来推动产品差异化战略。特别地,本研究应用链接分析、潜在类分析和关联分析等无监督机器学习技术进行基于行为的市场细分,以期获得有利可图的竞争优势。为了用良好的理论框架来支撑产品开发过程,本研究提出了一个研究问题:“我们如何为分析驱动的过程建立理论驱动的方法?”本研究的发现包括一个理论概念框架,该框架支持端到端细分驱动的新产品开发过程,并得到实证文献的支持。本研究希望提供:(i)为管理从业者提供以案例为基础的推理方法,用于以实践为导向的新产品开发设计、规划和诊断工作,以及(ii)为研究人员提供测试分析驱动的新产品开发过程的有效性和稳健性的可能性。该研究还希望推动更广泛的研究兴趣,研究分析驱动过程的理论驱动方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Theory-Guided Analytics Process: Using Theories to Underpin an Analytics Process for New Banking Product Development Using Segmentation-Based Marketing Analytics Leveraging on Marketing Intelligence
Retail banking is undergoing considerable product competitiveness and disruptions. New product development is necessary to tackle such challenges and reinvigorate product lines. This study presents an instrumental real-life banking case study, where marketing analytics was utilized to drive a product differentiation strategy. In particular, the study applied unsupervised machine learning techniques of link analysis, latent class analysis, and association analysis to undertake behavioral-based market segmentation, in view of attaining a profitable competitive advantage. To underpin the product development process with well grounded theoretical framing, this study asked the research question: “How may we establish a theory-driven approach for an analytics-driven process?” Findings of this study include a theoretical conceptual framework that underpinned the end-to-end segmentation-driven new product development process, backed by the empirical literature. The study hopes to provide: (i) for managerial practitioners, the use of case-based reasoning for practice-oriented new product development design, planning, and diagnosis efforts, and (ii) for researchers, the potentiality to test of the validity and robustness of an analytical-driven NPD process. The study also hopes to drive a wider research interest that studies the theory-driven approach for analytics-driven processes.
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