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Don’t Need All Eggs in One Basket: Reconstructing Composite Embeddings of Customers from Individual-Domain Embeddings

Published: 13 March 2023 Publication History

Abstract

Although building a 360-degree comprehensive view of a customer has been a long-standing goal in marketing, this challenge has not been successfully addressed in many marketing applications because fractured customer data stored across different “silos” are hard to integrate under “one roof” for several reasons. Instead of integrating customer data, in this article we propose to integrate several domain-specific partial customer views into one consolidated or composite customer profile using a Deep Learning-based method that is theoretically grounded in Kolmogorov’s Mapping Neural Network Existence Theorem. Furthermore, our method needs to securely access domain-specific or siloed customer data only once for building the initial customer embeddings. We conduct extensive studies on two industrial applications to demonstrate that our method effectively reconstructs stable composite customer embeddings that constitute strong approximations of the ground-truth composite embeddings obtained from integrating the siloed raw customer data. Moreover, we show that these data-security preserving reconstructed composite embeddings not only perform as well as the original ground-truth embeddings but significantly outperform partial embeddings and state-of-the-art baselines in recommendation and consumer preference prediction tasks.

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cover image ACM Transactions on Management Information Systems
ACM Transactions on Management Information Systems  Volume 14, Issue 2
June 2023
178 pages
ISSN:2158-656X
EISSN:2158-6578
DOI:10.1145/3580448
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Association for Computing Machinery

New York, NY, United States

Publication History

Published: 13 March 2023
Online AM: 18 January 2023
Accepted: 21 November 2022
Revised: 16 November 2022
Received: 17 May 2022
Published in TMIS Volume 14, Issue 2

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  1. 360-degree view of customer
  2. composite customer embedding
  3. Deep Learning
  4. customer preference prediction

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