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Gegenbaurs Morphologisches Jahrbuch|January 1, 1980
[Empiric regression as a method for "parameter-free" refining and evaluation of morphometric data for functional stochastic relations between random variables]J Peil, S SchmerlingGegenbaurs Morphologisches Jahrbuch|January 1, 1985
[Procedures of local approximation for nonparametric estimation of unknown continuous functions from given measurements]S Schmerling, J PeilGegenbaurs Morphologisches Jahrbuch|January 1, 1989
[Estimation of median regression from measured values]S Schmerling, J PeilGegenbaurs Morphologisches Jahrbuch|January 1, 1977
[Biostatical and biomathematical evaluation of morphometric data--illustrated on the example of the relationship between axon diameter and thickness of the myelin sheat. I. 1st data evaluation step: empiric regression]J Peil, R Blume, S SchmerlingGegenbaurs Morphologisches Jahrbuch|January 1, 1984
[Nonparametric estimation of 1-dimensional continuous distribution density functions using the continuous LOLINREG approximation]S Schmerling, J Peil, H KupperGegenbaurs Morphologisches Jahrbuch|January 1, 1989
[Periodic local approximation for the model free description of measurement courses of biorhythmic processes--demonstration example for the selection of smoothness parameters]J Peil, S Schmerling, D Peschke, et al.Anatomischer Anzeiger|January 1, 1982
[Morphometric studies of the aging of human submaxillary glands (author's transl)]P Rother, J Peil, S Schmerling, et al.Gegenbaurs Morphologisches Jahrbuch|January 1, 1979
[The determination of the parameter of Bertalanffy's growth differential equations by means of nonlinear internal regression]J PeilGegenbaurs Morphologisches Jahrbuch|January 1, 1977
[Possibilities and limitations in the use of the biomathematic procedure in variability studies on man]J PeilGegenbaurs Morphologisches Jahrbuch|January 1, 1977
[Biomathematical procedure for quantitative oscillation analysis]J PeilPageof 7