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Selected Publication:

SCHIMEK, MG; SCHMARANZ, KG.
DEPENDENT ERROR REGRESSION SMOOTHING - A NEW METHOD AND PC PROGRAM
COMPUT STAT DATA ANAL. 1994; 17(4): 457-464. Doi: 10.1016/0167-9473(94)90024-8
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Leading authors Med Uni Graz
Schimek Michael
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Abstract:
The problem of cubic spline smoothing of dependent data like time series and growth curves is addressed in this paper. Available statistical systems like S-PLUS (STATISTICAL SCIENCES, INC., 1991) and XploRe (XploRe SYSTEMS, 1992) do not provide appropriate algorithms. We propose a simple penalized least squares method with a number of computational advantages. It is called Dependent Error Regression Smoothing (abb. DERS) and implemented in a PC program under MS-Windows of the same name. The implementation comprises two techniques in an exploratory setting for smoothing parameter choice when the errors are serially correlated.

Find related publications in this database (Keywords)
NONPARAMETRIC REGRESSION
BAND-LIMITED MATRIX
C++
CUBIC SMOOTHING SPLINES
CROSS-VALIDATION
DEPENDENT ERRORS
HAT MATRIX
MEMORY MANAGEMENT
PC IMPLEMENTATION
RESIDUALS
SERIAL CORRELATION
SMOOTHING PARAMETER
TIME SERIES
TRIANGULAR MATRIX
VARIANCE ESTIMATION
AUTOREGRESSIVE
MOVING AVERAGE
MS-WINDOWS
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