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The Medical Radiology and Radiation Safety journal ISSN 1024-6177 was founded in January 1956 (before December 30, 1993 it was entitled Medical Radiology, ISSN 0025-8334). In 2018, the journal received Online ISSN: 2618-9615 and was registered as an electronic online publication in Roskomnadzor on March 29, 2018. It publishes original research articles which cover questions of radiobiology, radiation medicine, radiation safety, radiation therapy, nuclear medicine and scientific reviews. In general the journal has more than 30 headings and it is of interest for specialists working in thefields of medicine¸ radiation biology, epidemiology, medical physics and technology. Since July 01, 2008 the journal has been published by State Research Center - Burnasyan Federal Medical Biophysical Center of Federal Medical Biological Agency. The founder from 1956 to the present time is the Ministry of Health of the Russian Federation, and from 2008 to the present time is the Federal Medical Biological Agency.

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The two-year impact factor of RISC, according to data for 2017, was 0.439, taking into account citation from all sources - 0.570, and the five-year impact factor of RISC - 0.352.

Medical Radiology and Radiation Safety. 2017. Vol. 62. No. 2. P. 35-38

DOI: 10.12737/article_58f0b9573730e4.55456538

Theoretical Estimation of Risk Function and Total Mortality Rate Based on Weibull Distribution

S.V. Osovets

Southern Urals Biophysics Institute, Ozyorsk, Chelyabinsk region, Russia, e-mail: This email address is being protected from spambots. You need JavaScript enabled to view it.

S.V. Osovets - senior researcher, PhD Sc. Tech.

Abstract

Purpose: To estimate theoretically total mortality risk function parameters based on Weibull distribution and to calculate the average mortality rate.

Results: Lifespan distribution function takes the general form of:

where λ(t) is mortality rate function.

To obtain Weibull’s distribution mortality rate function (risk function) is represented as power equation:

where λ0 and a are power model parameters.

We provided a function for estimation of λ0 and parameters to be applied to a certain follow-up pattern using maximum likelihood technique (m deaths among N of potential outcomes during [0; T] period of time) which looks as:

As a result of minimization of the function we obtained generalized analytical λ0 and α parameter estimates for risk association during a specified period of follow-up. We developed a new technique using power man-years which may be adapted for radiation epidemiology in future. For a set period of follow-up [t1,t2] (with assumptions t2 > t1 и [t1, t2] ⊂ [0; T]) the mean mortality rate λ(t) was estimated to be:

This equation implies that λ(t) depends not only on λ0 and α parameters but also on the duration of the time line (t1, t2) during which the averaging is carried out. As a special case (with α = 1) the mean mortality rate is λ(t) = λ0 , and consistent with exponential distribution.

Conclusion: The generalized technique for estimation of the coefficient and function of total mortality risk was developed on the basis of Weibull distribution. The obtained theoretical results may be used in radiation epidemiology in future.

Key words: risk function, total mortality, Weibull distribution, power man-years, estimation technique

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For citation: Osovets SV. Theoretical Estimation of Risk Function and Total Mortality Rate Based on Weibull Distribution. Medical Radiology and Radiation Safety. 2017;62(2):35-8. Russian. DOI: 10.12737/article_58f0b9573730e4.55456538

PDF (RUS) Full-text article (in Russian)

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