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February 11, 2026Journal of Statistical Theory and Practice0 citationsOpen Access

Robust Methods and Statistical Thinking for “Big Data” Science and Surveys

KKKaren Kafadar

Key Points

  • The aim is to emphasize the importance of classical statistical methods in analyzing big data sets and avoiding biases.
  • Discussed various large datasets that reveal biases through statistical analysis.
  • Considered sampling methodology and survey design as critical in statistical frameworks.
  • Highlighted the interaction between classical statistics and machine learning in data analysis.
  • Demonstrated that common large datasets often contain biases not visible through basic analysis.
  • Found that proper sampling and analysis techniques lead to more valid inferences.
  • Showed that robust statistical methods are essential for drawing justified conclusions from complex data.

Abstract

Abstract Data science and machine learning algorithms are sometimes viewed as the only tools that are needed to analyze large datasets. Yet concepts from classical statistics remain critical in such settings. Massive data are rarely independent, outlier-free, or homogeneous: clusters, subdomains of observations, multiplicity of tests, and hidden trends are common and require statistical thinking, robust methods, and insightful displays. Sampling methodology, along with survey design and analysis, are essential in our current statistical framework for ensuring valid inferences with quantifiable uncertainties. This paper discusses some datasets where statistical analysis uncovered subtle biases and discrepancies that would have been hidden in these seemingly trustworthy, data-rich sources. Until a new statistical framework is developed to generate valid inferences on non-randomized, highly dependent clustered data, these examples demonstrate that statistical thinking, statistical methods, and informative displays remain critical for ensuring valid analyses and communication of justified conclusions from “Big Data.”

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Cite This Study

Karen Kafadar (2026) studied this question.

synapsesocial.com/papers/698c1c22267fb587c655e4b5https://doi.org/10.1007/s42519-026-00543-w
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