Measurement Error Models
By Alexander Kukush. 2011
2,072 citations recorded by the source corpus.
Subfields: Statistics and Probability, Surgery
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Statistics and Probability
- Andrea Riebler
- Håvard Rue
- Christophe Crambes
- Chenlei Leng
- Yingyao Hu
- Susanne M. Schennach
- George Papandreou
- Cheng Yong Tang
In Surgery
- K. Leptokaropoulos
- J. Brunner
- A. Adamaki
- V. Karakostas
- Paolo Bertoldi
- Ali A. Al-Sharadqah
- X. Fang
- E. Papadimitriou
Citations in the corpus
- Causal Effect Inference with Deep Latent-Variable Models (2017, neutral): “Consider for example the causal graphs in Figure 1: it’s well known [20, 15, 18, 31, 41] that it is often incorrect to treat the proxies X as if they are ordinary confounders, as this would induce bias.”
- Forest Growth and Yield Modeling (2011, methodology): “Correction methods are numerous and covered for linear and nonlinear models in Fuller (1987) and Carroll et al. (2006), respectively.”
- Penalized empirical likelihood and growing dimensional general estimating equations (2012, methodology): “…of applications, for example,the pseudo-likelihood approach (Godambe & Heyde, 1987), the instrumental vari bles method in measurement error models (Fuller, 1987) and survey sampling (Fuller, 2009), the generalized method of moments (Hansen, 1982; Hansen & Singleton, 1982) and the generalized…”
- Error analysis for circle fitting algorithms (2009, positive): “The geometric fit (which minimizes orthogonal distances) always satisfies (29) and attains the lower bound V min ; this was proved by Fuller (Theorem 3.2.1 in [12]) and independently by Chernov and Lesort [8], who named the inequality (40) Kanatani-Cramer-Rao (KCR) lower bound.”
- Information bias in health research: definition, pitfalls, and adjustment methods (2016, neutral): “Such results can include inconsistent (or biased) and/or inefficient estimators of regression parameters, which may yield poor inferences about confidence intervals and the hypothesis testing of parameters.(22,34) However, random sampling should not be confused with measurement error variability.”
- Text and Causal Inference: A Review of Using Text to Remove Confounding from Causal Estimates (2020, background): “Ideas from the large literature on measurement error models may also be helpful (Fuller, 1987; Carroll et al., 2006; Buonaccorsi, 2010).”
- Congenital bone deformities and the inbred wolves (Canis lupus) of Isle Royale (2009, background): “5) is likely robust to these uncertainties, because slopes tend to be steeper than estimatedwhenpredictor variables are measured with error (Fuller, 1987).”
- Sparse recovery under matrix uncertainty (2008, neutral): “The Annals of Statistics 2010, Vol. 38, No. 5, 2620–2651 DOI: 10.1214/10-AOS793 © Institute of Mathematical Statistics, 2010”
- Are U.S. Cities Underpoliced? Theory and Evidence (2017, methodology): “…mean 0 measurement errors that are mutually uncorrelated and uncorrelated with i, S∗i , and Xi, and i is mean 0 and uncorrelated with S∗i , Xi, ui, and vi. Equations (5) through (7) and the stochastic restrictions just named together constitute the classical measurement error model (Fuller, 1987).”
- A climate of uncertainty: accounting for error in climate variables for species distribution models (2015, background): “Accounting for uncertainty in explanatory variables (through what is commonly referred to as measurement error models or errors-in-variables models) is a well-known and important topic in many applied fields, such as engineering and medical studies (Fuller 1987; Carroll et al. 2006).”
- Nonparametric Identification and Semiparametric Estimation of Classical Measurement Error Models Without Side Information (2012, background): “A well-known result is that when the function g (x∗) is linear while x∗, x, and y are normal, the model is not identified (see, e.g., Fuller 1987), although the regression coefficients can often be consistently bounded (Klepper and Leamer 1984).”
- Lights, Camera … Income! Illuminating the National Accounts-Household Surveys Debate (2016, neutral): “zi,t = γLy L i,t + γGy G i,t + γSy S i,t (26)”
- Fast approximate spectral clustering (2009, background): “Data perturbation can be modeled in several different ways, including contaminated distribution models [37], measurement error models [13] and mixture modeling.”