By nonparametric methods

Théo Gasser

Statistique et analyse des données (1989)

  • Volume: 14, Issue: 1, page 85-101
  • ISSN: 0750-7364

How to cite


Gasser, Théo. "By nonparametric methods." Statistique et analyse des données 14.1 (1989): 85-101. <>.

author = {Gasser, Théo},
journal = {Statistique et analyse des données},
language = {eng},
number = {1},
pages = {85-101},
publisher = {Association pour la statistique et ses illustrations},
title = {By nonparametric methods},
url = {},
volume = {14},
year = {1989},

AU - Gasser, Théo
TI - By nonparametric methods
JO - Statistique et analyse des données
PY - 1989
PB - Association pour la statistique et ses illustrations
VL - 14
IS - 1
SP - 85
EP - 101
LA - eng
UR -
ER -


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  7. Gasser, Th. H.G. Müller, W. Köhler, A. Prader, R. Largo, L. Molinari (1985). An anlysis of the mid-growth wpurt and the adolescent growth spurt of height based on acceleration. Ann. Hum. Biol., 12, 129-148. 
  8. Gasser, Th., H.G. Müller, V., Mammitzsch (1985). Kernels for Nonparametric curve estimation. J. Roy. Statist. Soc. (B), 47, 238-252. Zbl0574.62042MR816088
  9. Gasser, Th., L. Sroka, Ch. Jennen-Steinmetz ( 1986a). Residual Variance and Residual Pattern in nonlinear Regression. Biometrika, 73, 625-633. Zbl0649.62035MR897854
  10. Gasser, Th., W. Köhler, Ch. Jennen-Steinmetz, L. Sroka ( 1986 b) The Analysis of Noisy Signals by Nonparametric Smoothing and Differennation. IEEE Trans. Biomed. Engin., BME-33, 1129-1133. 
  11. Gasser, Th., W. Köhler, A. Kneip (1988). A Flexible and Fast Method for Automatic Smoothing and Differentiation. (manuscript). 
  12. Hardie, W., P. Hall, J.S. Marron (1988). How far are Automatically Chosen Regression Smoothing Parameters from their Optimum ? J. Americ. Statist. Assoc, 83, 86-95. Zbl0644.62048MR941001
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  15. Hart, J.D. (1987) Kernel Regression Estimation with Time Series Errors. (manuscript). Zbl0800.62215
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  17. Möcks, J., Pham Dinh Tuan, Th. Gasser (1984) Testing for homogeneity of Noisy Signals Evoked by Repeated Stimuli. Ann. Statist., 12, 193-209. Zbl0559.62078MR733508
  18. Pham Dinh Tuan, J. Möcks, W. Köhler, Th. Gasser (1987). Variable Latencies of Noisy Signals : Estimation and Testing in Brain Potential Data. Biometrika, 74, 525-534. Zbl0635.62111
  19. Silverman, B.W. ( 1984a). Spline smoothing : the Equivalent Variable Kernel Method. The Annals of Statistitics, 12, 898-916. Zbl0547.62024MR751281
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  22. Zetterberg, L.H. (1969) Estimation of Parameters for a linear Difference equation with Application to EEG Analysis., Math. Biosc, 5, 227-275. Zbl0191.10802MR253762

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