PHARMFIT - A NONLINEAR FITTING PROGRAM FOR PHARMACOLOGY

被引:114
作者
MATTES, A [1 ]
WITTE, K [1 ]
HOHMANN, W [1 ]
LEMMER, B [1 ]
机构
[1] UNIV FRANKFURT,ZENTRUM PHARMAKOL,THEODOR STERN KAI 7,W-6000 FRANKFURT 1,GERMANY
关键词
NONLINEAR FITTING PROGRAM; COSINE RHYTHM ANALYSIS; RECEPTOR BINDING; COMPETITION STUDIES; KINETICS; HEART RATE TELEMETRY;
D O I
10.3109/07420529109059182
中图分类号
Q [生物科学];
学科分类号
07 ; 0710 ; 09 ;
摘要
A new program is presented for nonlinear fitting of data from pharmacological and chronobiological investigations. It contains functions for calculating data from ligand-binding studies and competition experiments, for the analysis of dose-response curves, for pharmacokinetic calculations, and for cosine analysis of harmonic and overlapping rhythms. In addition, it is possible to implement general equations by the user. The program allows data exchange with most spreadsheet, database, and graphics presentation programs, and accepts data from two widely used ambulatory 24-h blood-pressure monitoring systems. The fitting procedure uses the Marquardt-Levenberg algorithm. It calculates the weighted or the unweighted fit together with a great variety of statistics for estimation of goodness of fit. A graphics module permits graphical presentation of the fitted curve. Moreover, fitting of data to different models can be compared for the most likely fit and model discrimination statistics for improvement of further experiments are provided. To demonstrate the chronobiological application of the fitting program PHARMFIT, the analysis of telemetric heart rate data from rats is presented.
引用
收藏
页码:460 / 476
页数:17
相关论文
共 22 条
[1]  
Marquardt D.W., An algorithm for least-squares estimation of non-linear parameters, SIAM J, 11, pp. 431-441, (1963)
[2]  
McIntosh J.E.A., McIntosh R.P., Mathematical modelling and computers in endocrinology, (1980)
[3]  
Bevington P.R., Data reduction and error analysisfor the physical sciences., (1969)
[4]  
Nelson W., Tong Y.L., Lee J.K., Halberg F., Methods for cosinor-rhythmometry, Chronobiologia, 6, pp. 305-323, (1979)
[5]  
Tallarida R.J., Murray R.B., Manual of pharmacologic calculations with computer programs, (1987)
[6]  
Healey M.J.R., Statistical analysis of radioimmunoassay data, Biochem J, 130, pp. 207-214, (1972)
[7]  
Rodbard D., Munson P.J., De Lean A., Improved curve fitting, parallelism testing, characterization of sensitivity and specificity, validation, and optimization for radioligand assays, Radioimmunoassay and relatedprocedures in medicine, 1, pp. 469-504, (1978)
[8]  
Klotz U., Pharmakokinetik, Dtsch Apoth Z, 43, pp. 2221-2229, (1982)
[9]  
McPherson G.A., KINETIC, EBDA. LIGAND, LOWRY: A collecrion of radioligand binding analysis programs, (1975)
[10]  
Wilkinson J.H., The algebraic eigenvalur problem, (1965)