Least Squares Estimation of Parameters in Implicit Models
暂无分享,去创建一个
Ján Mikulás Lisý | Peter Simon | Sona Bafrncová | Elena Graczová | E. Graczová | J. Lisý | P. Simon | S. Bafrncová
[1] W. Kay,et al. A (p, V, T) study of tetramethylsilane, hexamethyldisiloxane, octamethyltrisiloxane, and toluene from 423 to 573 K in the vapor phase , 1983 .
[2] Ján Mikulás Lisý,et al. Least Squares Analysis - Propagation of Random Errors and Newton-Raphson Iterative Formula , 1991, Comput. Chem..
[3] D. R. Powell,et al. A rapidly convergent iterative method for the solution of the generalised nonlinear least squares problem , 1972, Comput. J..
[4] L. Guttman,et al. Statistical Adjustment of Data , 1944 .
[5] W. H. Southwell,et al. Fitting Data to Nonlinear Functions with Uncertainties in all Measurement Variables , 1976, Comput. J..
[6] G. Borenius,et al. Statistical Adjustment of Data , 1966 .
[7] Ján Mikulás Lisý,et al. Evaluation of Parameters in Nonlinear Models By the Least Squares Method , 1998, Comput. Chem..
[8] D. R. Kalkwarf,et al. A Semi‐Empirical Equation for the Vapor Pressure of Liquids as a Function of Temperature , 1953 .
[9] Ján Mikulás Lisý,et al. Polynomial (linear in Parameters) Least Squares Analysis When All Experimental Data Are Subject to Random Errors , 1991, Comput. Chem..
[10] P. Gans. Data Fitting in the Chemical Sciences: By the Method of Least Squares , 1992 .
[11] R. Chirico,et al. The vapor pressure of n-alkanes revisited. New high-precision vapor pressure data on n-decane, n-eicosane, and n-octacosane , 1989 .