[PDF] Top 20 Simulation-extrapolation estimation in parametric measurement error models
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Simulation-extrapolation estimation in parametric measurement error models
... Kernel density estimates of the distributions of the regression parameters in the multiple logistic regression model simulation - a-c, normal measurement error; e-f, uniform measurement [r] ... See full document
31
Robust Estimation via Measurement Error Modeling
... the estimation of location and scale in univariate and multivariate populations with nat- ural extensions to regression and autoregressive ...estimator. Parametric models and likelihood methods ... See full document
102
Orthogonal Series Estimation of Nonparametric Regression Measurement Error Models with Validation Data
... regression measurement error model with the availability of a validation data ...the models considered by the above referenced authors are some parametric or semiparametric models, and ... See full document
12
Estimation of Nonparametric Multiple Regression Measurement Error Models with Validation Data
... W = η X + − η v , v ~ N ( ) 0,1 , and η is the standard deviation of the measurement error. Then, trim X and W in [ − 2.5, 2.5 ] and scale to [ ] 0,1 respectively. Only results for η = 0.7 and η = 0.9 are ... See full document
12
Estimation of Nonparametric Regression Models with Measurement Error Using Validation Data
... This article is organized as follows. In Section 2 we propose a regularization- based method. Under general regularity conditions, we give the convergence rate of our estimator in Section 3. Section 4 provides some ... See full document
10
Simulation-extrapolation: The measurement error jackknife
... It is shown that the variance estimator is asymptotically valid in simple linear regression measurement error models.. Data from the Framingham Heart Study.[r] ... See full document
35
A simulation-based comparison between parametric and nonparametric estimation methods in PBPK models
... Once a model is specified, one may rely on several different methods to solve the problem and estimate the desired parameters. One of the most widely used methods is the MCMC method [13]. MCMC produces parameter ... See full document
99
Instrumental variable estimation in binary measurement error models
... linear measurement error model instrumental variable estimator is presented and used to motivate the generalization to binary regression models.. Results of a simulation study are discus[r] ... See full document
21
Parametric Modeling in the Presence of Measurement Error: Monte Carlo Corrected Scores
... (1994) simulation extrapolation is a general method for finding reduced-bias estimators for a wide variety of parametric models in the presence of measurement ...the simulation ... See full document
139
Methods to account for uncertainties in exposure assessment in studies of environmental exposures
... of error may dominate in environ- mental epidemiological studies, uncertainties in exposure estimates for the entire cohort are often represented by more complex ...potential error structures in the ... See full document
15
Consistent estimation in an implicit quadratic measurement error model
... quadratic measurement error ...the measurement error noise variance is ...the error distribution is ...quadratic measurement error model are used to estimate consistently ... See full document
25
Measurement error in assessment
... no error of measurement. The unit of measurement for the SEM is the same as the unit of measurement of the original test and allows for statements about the precision of test scores of test ... See full document
5
Endogeneity in semiparametric binary response models
... response models with continuous endogenous ...function estimation approach, for this semiparametric model, is also shown to be easily adapted to the case where the model specification is not triangular and ... See full document
51
Deconvolution based score tests in measurement error models
... This is noteworthy in the case of normal measurement error, where the squared error rate of convergence for estimating a density is of order {log(n)}-2, while that for estimating m(w) is[r] ... See full document
11
Direct Estimation of Kinetic Parametric Images for Dynamic PET
... two temporal basis functions as the blood input func- tion and its integral [23]. In 2007, Wang et al [33] pre- sented a maximum a posteriori (MAP) reconstruction of the Patlak parameters using a preconditioned con- ... See full document
14
Error Analysis of the Poisson P 3M Force Field Scheme for Particle-Based Simulations of Biological Systems
... Finally, the simulation for a range of grid spacing G has been performed for values between 0.30 and 5.0 nm, as can be seen on Fig. 3. Again, the kinetic energy curve is flat and constant over the whole range. The ... See full document
5
Estimation of slope for measurement error model with equation error: applications on serum kanamycin data
... equation error is often large compared to measurement error, in which case it would be more reasonable to assume there is no measurement error than to assume no equation ... See full document
15
Simulation and estimation of macroeconomic models in Dynare
... A result that I consider important to highlight is the marginal log data density. The marginal likelihood of the model gives an indication of the overall likelihood of the model given the data and re‡ects its prediction ... See full document
22
Sequential regression measurement error models with application
... regression models using the covariates revealed by the end of the current stage, but this is only practical if the number of covariates is not too ...measurement error. In this article, we propose a ... See full document
24
Correcting data for measurement error in generalized linear models
... As all of the bias-adjusted estimators are modified M-estimators or what might be called pseudo M-estimators, a routine though tedious application of the delta method yields standard lar[r] ... See full document
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