10.26731/2658-3704.2020.1(6).9-14
The article considers a software package that provides the ability to evaluate the parameters of a linear regression equation using mixed estimation methods (MSO), least squares and modules, as well as anti-robust. A numerical example is considered.
1. Dreyper N., Smith G. Applied regression analysis. M.: Finance and statistics. 1981. V.1. 366 P., V. 2. 351 P.
2. Noskov S.I. Technology of modeling of objects with unstable functioning and uncertainty in data. Irkutsk: Regional Information Printing.-1996.-320 P.
3. Noskov S.I., Bayenkhayeva A.V. Multiple estimation of parameters of the linear regression equation//Modern technologies. Systems analysis. Modeling. 2016. N. 3 (51). – P.P. 133-138.
4. Noskov S.I., Bykova O.V., Nekipelova O.E., Sokolova L.E. A possible way of search of a compromise solution in a problem of linear programming with vector target function//Basic researches. 2014. N. 6-3. – P.P. 502-505.
5. Noskov S.I. Criterion "coherence of behavior" in regression analysis//Modern technologies. Systems analysis. Modeling. 2013. N. 1 (37).-P.P. 107-110.
6. Lakeev A.V., S.I. Metod Socks of the smallest modules for a linear regression: number of zero errors of approximation//Modern technologies. Systems analysis. Modeling. 2012. N. 2 (34). – P.P. 48-50.
7. Noskov S.I. A problem of uniqueness of a pareto-optimal solution in a problem of linear programming with vector target function//Modern technologies. Systems analysis. Modeling. 2011. N. 2-4 (32). – P.P. 283-285.
8. Noskov S.I. Point characterization of a Pareto set in a linear multicriteria problem//Modern technologies. Systems analysis. Modeling. 2008. N. 1 (17).-P.P. 99-101.
9. Noskov S.I. A L-set in a multicriteria problem of estimation of parameters of the regression equations//Information technologies and problems of mathematical modeling of complex systems, 2004. N. 1. – P.P. 64 - 69.
10. Noskov S.I. Creation of econometric dependences taking into account criterion "coherence of behavior"//Cybernetics and systems analysis, 1994. -N. 1. – P.P. 177 - 181.
11. Noskov S.I., Udilov V.P. Fire safety management system at the regional level. Irkutsk, 2003.
12. Kreinovich V., Lakeyev A.V., Noskov S.I. Approximate linear algebra is intractable // Linear Algebra and its Applications. 1996. Т. 232. № 1-3. С. 45-54.
13. Noskov S.I., Bazilevsky M.P. Construction of regression models using linear Boolean programming. Irkutsk, 2018.