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447-6222-00L 2 Credits MSC D-MATH
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Robust and Nonlinear Regression

Does not take place this semester.
VVZ CR n/a

Last Updated: 2026-06-01 11:33:52

Abstract

In a first part, the basic ideas of robust fitting techniques are explained theoretically and practically using regression models and explorative multivariate analysis.The second part addresses the challenges of fitting nonlinear regression functions and finding reliable confidence intervals.

Objective

Participants are familiar with common robust fitting methods for the linear regression models as well as for exploratory multivariate analysis and are able to assess their suitability for the data at hand. They know the challenges that arise in fitting of nonlinear regression functions, and know the difference between classical and profile based methods to determine confidence intervals. They can apply the discussed methods in practise by using the statistics software R.

Content

Robust fitting: influence function, breakdown point, regression M-estimation, regression MM-estimation, robust inference, covariance estimation with high breakdown point, application in principal component analysis and linear discriminant analysis. Nonlinear regression: the nonlinear regression model, estimation methods, approximate tests and confidence intervals, estimation methods, profile t plot, profile traces, parameter transformation, prediction and calibration

Resources

Lecture Notes

Lecture notes are available

Learning Materials (Links)

General Information

Language
English
Levels
MSC
Frequency
Every two years

Examination

Type
ungraded semester performance

Course Components

Type Title Time & Place Hours
lecture with exercise Robust Regression
Does not take place this semester. Block course
No time listed 10.5 h semesterly
lecture with exercise Nonlinear Regression
Does not take place this semester. Block course
No time listed 10.5 h semesterly

Offered In

  • Statistik Master (Die hier aufgelisteten Lehrveranstaltungen gehören zum Curriculum des Master-Studiengangs Statistik. Die entsprechenden KP gelten nicht als Mobilitäts-KP, auch wenn gewisse Lerneinheiten nicht an der ETH Zürich belegt werden können.)