4.7 Article

Maximizing the Utility in Location-Based Mobile Advertising

Journal

Publisher

IEEE COMPUTER SOC
DOI: 10.1109/TKDE.2020.2986198

Keywords

Location-based advertising; online algorithm; approximation algorithm

Funding

  1. Shanghai Pujiang Program [19PJ1403300]
  2. Hong Kong RGC GRF Project [16207617]
  3. National Science Foundation of China (NSFC) [61729201]
  4. Science and Technology Planning Project of Guangdong Province, China [2015B010110006]
  5. Hong Kong ITC ITF grants [ITS/391/15FX, ITS/212/16FP]
  6. Didi-HKUST joint research lab project
  7. Microsoft Research Asia Collaborative Research Grant
  8. Wechat Research Grant
  9. NSF OAC [1739491]
  10. Kent State University [220981]
  11. Natural Science Foundation of China [61572488, 61673241]

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This paper investigates a significant location-based advertising problem, namely the maximum utility advertisement assignment (MUAA) problem. By taking into account the interests of customers and the contexts of vendors, the goal is to maximize the overall utility of ads while satisfying various constraints. The authors propose offline and online approaches and demonstrate their effectiveness through extensive experiments.
With the rapid development of mobile technology, nowadays, people spend a large amount of time on mobile devices. The locations and contexts of users are easily accessed by mobile advertising brokers, and the brokers can send customers related location-based advertisements. In this paper, we consider an important location-based advertising problem, namely maximum utility advertisement assignment (MUAA) problem, with the estimation of the interests of customers and the contexts of the vendors, we want to maximize the overall utility of ads by determining the ads sent to each customer subject to the constraints of the capacities of customers, the distance ranges and the budgets of vendors. We prove that the MUAA problem is NP-hard and intractable. Thus, we propose one offline approach, namely the reconciliation approach, which has an approximation ratio of (1 - epsilon) . theta. In addition, we also address the online scenario, in which customers arrive in a streaming fashion, with one novel online algorithm, namely the online adaptive factor - aware approach, which has a competitive ratio (compared to the optimal solution of the offline scenario) of ln(g)+1/theta, g > e, where e is the base of the natural logarithm. Through extensive experiments, we demonstrate the efficiency and effectiveness of our proposed approaches over both real and synthetic datasets.

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