Posted: Feb 27, 2023
Sampling bias represents one of the most persistent and challenging problems in statistical inference and empirical research. The fundamental premise of statistical generalization—that sample characteristics can be extrapolated to population parameters—rests critically on the assumption of representative sampling. When this assumption is violated, the resulting parameter estimates become systematically distorted, leading to erroneous conclusions and potentially significant real-world consequences. Traditional approaches to sampling bias have typically treated it as a unidimensional problem, employing correction factors or weighting schemes that fail to capture the complex, interactive nature of bias mechanisms in real-world sampling scenarios. This research addresses several critical gaps in the current understanding of sampling bias. First, existing methodologies often conceptualize bias as a simple scalar adjustment rather than recognizing its multidimensional, context-dependent characteristics. Second, conventional approaches typically address bias sources in isolation, neglecting the compound effects that emerge when multiple bias mechanisms interact. Third, current bias correction techniques rarely account for the dynamic nature of bias propagation through statistical estimation procedures. Our study introduces a novel framework that reconceptualizes sampling bias as a complex system rather than a simple measurement error, enabling more sophisticated analysis of its effects on population parameter estimation.
Downloads: 36
Abstract Views: 1792
Rank: 104379