Pages that link to "Item:Q1989897"
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The following pages link to Penalized profile least squares-based statistical inference for varying coefficient partially linear errors-in-variables models (Q1989897):
Displaying 14 items.
- Generalized profile LSE in varying-coefficient partially linear models with measurement errors (Q385176) (← links)
- Statistical inference for fixed-effects partially linear regression models with errors in variables (Q451444) (← links)
- A profile-type smoothed score function for a varying coefficient partially linear model (Q618161) (← links)
- Estimation and testing for partially functional linear errors-in-variables models (Q1733291) (← links)
- Statistical inference for partially time-varying coefficient errors-in-variables models (Q1926386) (← links)
- Statistical inference for the heteroscedastic partially linear varying-coefficient errors-in-variables model with missing censoring indicators (Q2045294) (← links)
- Jackknifing for partially linear varying-coefficient errors-in-variables model with missing response at random (Q2069563) (← links)
- Empirical likelihood and variable selection for partially linear single-index EV models with missing censoring indicators (Q2131976) (← links)
- Weighted bias-corrected restricted statistical inference for heteroscedastic semiparametric varying-coefficient errors-in-variables model (Q2132047) (← links)
- Estimation in partially linear varying-coefficient errors-in-variables models with missing response variables (Q2228217) (← links)
- Averaged and integrated estimations of varying-coefficient regression models with dependent observations (Q2296555) (← links)
- Statistical inference for varying-coefficient partially linear errors-in-variables models with missing data (Q5077924) (← links)
- Quantile regression of ultra-high dimensional partially linear varying-coefficient model with missing observations (Q6053998) (← links)
- Functional regression with dependent error and missing observation in reproducing kernel Hilbert spaces (Q6080794) (← links)
