ANALYSIS OF THE INFLUENCE OF FACTORS ON DAMAGE CAUSED BY TRANSPORT ACCIDENTS USING REGRESSION MODELS
https://doi.org/10.21683/1729-2646-2013-0-2-126-144
Abstract
About the Authors
A. V. GoryainovRussian Federation
PhD, associate professor
A. M. Zamyshlyaev
Russian Federation
PhD in engineering, head of scientific and technical complex
E. N. Platonov
Russian Federation
PhD, associate professor
References
1. Rosenberg E.N., Zamyshlyaev A.M., Proshin G.B. Identification of hazard occurrence of railway accidents and events based on control of factors’ state influencing their occurrence / / Dependability, 2009, No. 3 (31).p. 37-50.
2. Zamyshlyaev A.M, Kan U.S., Kibzun A.I., Shubinsky I.B. Statistical assessment of hazard occurrence of accidents on railways / / Dependability, 2012, No. 2 (41). p. 104-117.
3. Goryanov A.V., Kan U.S., Platonov E.N. Regression factor models for assessing risks on railways. Proceedings and plenary lectures of conference participants UKI’12 / Research publication. Electron. text data. -: M RAS’ Institute of Control Sciences, 2012 - ISBN 978-5-91450-100-3 - p. 314-320.
4. Xuedong Y.E., Radwan M. Abdel-Aty. Characteristics of rear-end accidents at signalized intersections using multiple logistic regression model // Accident Analysis and Prevention. Vol. 37. 2005, P. 983–995.
5. Joshua S., Garber N. Estimating truck accident rate and involvement using linear and Poisson regression models // Transportation Planning and Technology. Vol. 15, 1990, P. 41–58.
6. Jutaek O., Washington S.P., Doohee N. Accident prediction model for railway-highway interfaces // Accident Analysis and Prevention. Vol. 38(2), 2006. P. 346–356.
7. Loeb P.D., Clarke W.A. The determinants of truck accidents // Transportation Research Part E. Vol. 43 (4), 2007. P. 442-452.
8. Demidenko E.Z. Linear and nonlinear regression. Moscow: Finance and statistics, 1981
9. Netter J., Wasserman W., Kutner M.H. Applied linear statistical model: Regression, analysis of variance, and experimental designs. Homewood, IL: Irwin. 1985.
10. 1O. Railroad Safety Statistics 2010, Rail Equipment Accident Report 6180.54. U.S. Department of Transportation (http://safetydata.fra.dot.gov).
11. Victor E. McGee, Willard T.C. Piecewise Regression // Journal of the American Statistical Association. Vol. 65. 1970, № 331. P. 1109–1124.
12. Martinez-Beneito M.A., García-Donato G., Salmerón D. A Bayesian Joinpoint regression model with an unknown number of break-points // The Annals of Applied Statistics. Vol. 5, 2011, № 3. P. 2150–2168.
13. Rosenblatt M. Remarks on Some Nonparametric Estimates of a Density Function, The Annals of Mathematical Statistics. Volume 27, № 3 (1956). P. 832-837.
14. Parzen E. On Estimation of a Probability Density Function and Mode, The Annals of Mathematical Statistics. Volume 33, No. 3 (1962). P. 1065-1076.
15. Racine J. Nonparametric econometrics: Introductory Course, Quantile, No.4. P. 7-56.
Review
For citations:
Goryainov A.V., Zamyshlyaev A.M., Platonov E.N. ANALYSIS OF THE INFLUENCE OF FACTORS ON DAMAGE CAUSED BY TRANSPORT ACCIDENTS USING REGRESSION MODELS. Dependability. 2013;(2):126-144. https://doi.org/10.21683/1729-2646-2013-0-2-126-144