Uncertainty estimation for multivariate regression coefficients
By Nicolaas (Klaas) M. Faber. 2002
62 citations recorded by the source corpus.
Subfields: Analytical Chemistry, Food Science, Statistics and Probability
View Paper: https://www.semanticscholar.org/paper/0db86f5f58bb9a40bda4df86054cc3f5d1d898d8
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Analytical Chemistry
- Alejandro C. Olivieri
- Santiago A. Bortolato
- E. Arancibia
- Natalia Sorol
- Rasmus Bro
- C. M. Andersen
- Marta B. Lopes
- Lígia P. Brás
In Food Science
- Santiago A. Bortolato
- E. Arancibia
- Alejandro C. Olivieri
- Rasmus Bro
- C. M. Andersen
- Natalia Sorol
- Marta B. Lopes
- Lígia P. Brás
In Statistics and Probability
- Alejandro C. Olivieri
- Santiago A. Bortolato
- E. Arancibia
- Rasmus Bro
- C. M. Andersen
- Natalia Sorol
- Marta B. Lopes
- Lígia P. Brás
Citations in the corpus
- Visible/near infrared-partial least-squares analysis of Brix in sugar cane juice: A test field for variable selection methods (2010, methodology): “Recently, Faber has analyzed several methods for estimating the variance in PLS regression coefficients [41], concluding that the following approximate expressions are useful for this purpose:”
- Variable selection in regression—a tutorial (2010, background): “Jack-knifing is often applied for significance testing in multivariate calibration [18,19].”
- A bootstrap‐based strategy for spectral interval selection in PLS regression (2008, methodology): “The bootstrap techniques have been proposed for assessing the uncertainty in multivariate regression coefficients [5] and as a variable selection strategy in PLS models (PLS-Bootstrap) [6].”