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Marketing Science· 2026Q1

The Problem of Ignoring the Ignorability Assumption in Advertising Measurement: A Matrix Completion Solution

Omid Rafieian

Short summary

A new matrix completion framework recovers accurate advertising effectiveness estimates by treating ad allocation bias as a missing data problem, outperforming traditional methods in simulations and real-world data.

AI-generated from the title and abstract; the full text is not read.

Key points

  • Algorithmic ad auctions inherently violate the overlap assumption required for valid causal measurement.
  • This violation leads to biased estimates of advertising effectiveness, even when unconfounded.
  • A novel matrix completion framework treats the lack of overlap as a missing data problem.
  • The proposed method recovers accurate aggregate and individual ad effects using data from multiple campaigns.
  • The approach demonstrates improved targeting efficiency on simulated and real advertising data.

AI-generated from the title and abstract; the full text is not read.

Abstract

Digital platforms increasingly rely on algorithms for decision-making. A canonical success story is online advertising, where platforms use algorithmic auctions to allocate ads efficiently and maximize revenue. Another pillar of these platforms’ long-term success is accurate causal measurement of advertising effectiveness. While randomized experiments remain the gold standard, their high cost makes observational approaches appealing to both platforms and advertisers. In this paper, we show that the algorithmic nature of ad allocation fundamentally challenges causal measurement by violating the overlap assumption required for valid estimation. Even when treatment assignment is unconfounded, the deterministic structure of auctions implies that many users receive ads with near-zero or near-one probability, leading to biased estimates of ad effectiveness. We develop a novel framework that interprets this lack of overlap as a missing data problem and leverages variation across multiple advertising campaigns using matrix completion to recover causal estimates. Using both simulated and real advertising data, we demonstrate that our approach accurately recovers ad effects at aggregate and individual levels and substantially improves targeting efficiency, offering a scalable solution for causal advertising measurement in algorithmic markets. We conclude with a discussion of managerial implications and potential extensions to other algorithmic decision-making settings.

The authors' abstract, as published at the source. Marketing Science, 2026 · DOI ↗

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Field: Statistics and Probability

Statistics and ProbabilityMathematics