Vice-Rector for Research, IT and Cooperation, Professor

Doktor Nauk, Docent

Google Scholar h-index: 14.

ORCID: 0000-0001-7503-5142

SCOPUS ID: 23479484800 (h-index: 6)

Publons: ABF-1808-2020

RESEARCH INTERESTS: Applied demographic methods and models; Mathematical models, software implementations and applications; Population change and projections; Population ageing; Formal demography

SELECTED Publications

Ediev, D. M. 2021 (accepted). Age exaggeration ruses: infrequent age overstatement distorts the mortality curve at old age. In: “The Springer Series on Demographic Methods and Population Analysis”, Vol. 4 “Quantitative Methods in Demography and Related Applications in the Covid-19 Era”. Cham, Switzerland: Springer. Forthcoming.

Ediev, D. M. 2021 (Forthcoming). On the Existence and Uniqueness of the Remaining Life Expectancy in the Model of a Stable Population. Mathematical Models and Computer Simulations 6(21).

Bacaer N. 2021. Short history of mathematical population dynamics (in Russian). Editors of Russian translation: Volpert V. A., Ediev D. M. Paris: Cassini. ISBN 979-10-343-8016-9. 184 pp.

Ediev, D. M. 2021. On existence and uniqueness of remaining life expectancy estimates in the model of stable population. Mathematical modelling 3(33): 73-84. https://doi.org/10.20948/mm-2021-03-05

Ediev, D. M. 2020. Demographics of the Russian Pension Reform. In: Demography of Population Health, Aging and Health Expenditures. pp. 111-131 Cham, Switzerland: Springer. ISBN 978-3-030-44694-9 10.1007/978-3-030-44695-6_9.

Ediev, D. M. 2020. Mortality Projection. In: Encyclopedia of Gerontology and Population Aging. pp. 1-9 Cham, Switzerland: Springer. 10.1007/978-3-319-69892-2_557-1.

Ediev, D. 2019. On the sources of instability of the Mitra model for years of life at old-age. Communications in Statistics: Case Studies, Data Analysis and Applications, 86-96. 10.1080/23737484.2019.1682485.

Ediev, D., Sanderson, W., & Scherbov, S. 2019. The inverse relationship between life expectancy-induced changes in the old-age dependency ratio and the prospective old-age dependency ratio. Theoretical Population Biology 125, 1-10. 10.1016/j.tpb.2018.10.001.

Ediev, D. 2018. Expectation of life at old age: revisiting Horiuchi-Coale and reconciling with Mitra. Genus 74 (1) 10.1186/s41118-018-0029-7.

Ediev, D. 2017. Constrained Mortality Extrapolation to Old Age: An Empirical Assessment. European Journal of Population 34 (3), 441-457. 10.1007/s10680-017-9434-4.

Sánchez-Romero, M., Ediev, D. , Feichtinger, G., & Prskawetz, A. 2017. How many old people have ever lived? Demographic Research 36, 1667-1702. 10.4054/DemRes.2017.36.54.

Scherbov S., D.M. Ediev. 2016. Does selection of mortality model make a difference in projecting population ageing? Demographic Research. 34(2): 39-62. - link

Ediev, D.M. 2014. Why increasing longevity may favour a PAYG pension system over a funded system: Increasing longevity and pension systems. Population Studies. 68(1): 95-110. - link

Ediev, D.M. 2013. Mortality compression in period life tables hides decompression in birth cohorts in low-mortality countries. Genus 69(2): 53-84. - link

Ediev, D.M. 2013. Decompression of period old-age mortality: when adjusted for bias, the variance in the ages at death shows compression. Mathematical Population Studies 20(3): 123-136 -  link

Ediev, D.M. 2013. Why increasing longevity may favour a PAYG pension system over a funded system: Increasing longevity and pension systems. Population Studies. DOI: 10.1080/00324728.2013.780632. - link

Ediev, D.M. 2011. Life Expectancy in Developed Countries Is Higher Than Conventionally Estimated. Implications from Improved Measurement of Human Longevity. Journal of Population Ageing. 4(1-2): 5-32. - link

Ediev, D.M. 2011. Robust Backward Population Projections Made Possible. International Journal of Forecasting. 27(4): 1241-1247. - link

Scherbov, S. and Ediev, D.M. 2011. Significance of life table estimates for small populations: Simulation-based study of standard errors. Demographic Research, 24(22): 527-550. - link

Ediev, D.M. 2010. On the reproductive value and the spectrum of a population projection matrix with implications for dynamic population models. Theoretical Population Biology, 78(2): 67-70. - link

Coleman, D., Ediev, D.M. 2010. (Editors). Vienna Yearbook of Population Research 2009. Verlag der Österreichischen Akademie der Wissenschaften. 233 pp.

Ediev, D.M. 2009. On the definition of the reproductive value: response to the discussion by Bacaёr and Abdurahman. Journal of Mathematical Biology, 59(5): 651-657. - link

Ediev, D.M. 2009. Demographic problems and prospects of Russian Far East. In: Scientific-Expert Board at the Head of the Council of Federation of Federal Assembly of Russia. Far Easter region in socio-political space of Russia: problems and ways to their solution. Moscow: 2009. P. 44-52.

Ediev, D.M. 2008. Theory and applications of demographic potentials. Dissertation for seeking the degree of Doctor of physical-mathematical sciences. Cherkessk. 356 pp.

Ediev, D.M. 2008. Book review: Robert Schoen (ed.): Dynamic Population Models. European Journal of Population, 24(1): 119-124. – doi: 10.1007/s10680-007-9140-8.

Ediev, D.M. 2007. Demographic potentials: theory and applications. Moscow: Max-PRESS. 348 pp. In Russian.

Ediev, D.M. 2007. On an extension of R.A. Fisher's result on the dynamics of the reproductive value. Theoretical Population Biology, 72(4): 480-484. - link

Ediev, D.M. 2006. On the role of mean age of the parent at childbearing in long-term demographic dynamics. Voprosy Statistiki, No.11 (2006). P. 23-31. In Russian.

Ediev D. M. 2006. On spectral and asymptotic properties of general discrete population models // Izvestia VUZov. Severokavkazsky region (Natural Sciences series), No. 4 (2006): 7-16. In Russianю

Ediev, D.M. 2005. On a Model of Estimating the Optimal Strategies of Recovering the Demographic Losses of Russia. Mathematical Modeling, Vol. 17, №10 (2005): 113-126. In Russian

Ediev, D.M. 2005. On Non-Extendibility of the Class of Monotonic Measures of the Population’s Age Structure Convergence to the Structure of Asymptotically Equivalent Stable Population. Izvestia VUZov. Severo-Kavkazsky Region (Natural Sciences series), No. 1 (2005): 32-33. In Russian

Ediev, D.M. 2004. On Comparing the Age Structures of Real Populations. Voprosy Statistiki, No.10 (2004). P. 16-27. In Russian (Review article)

Ediev, D.M. 2004. On Monotonic Measures of the Population’s Age Structure Convergence to the Structure of Asymptotically Equivalent Population. Izvestia TRTU. No. 8 (2004). P. 302-303. In Russian

Ediev D. M. 2004. Estimation of the population of Crimean Tatars based on materials of post-war population censuses of USSR. In: Danilova I. A., Denisenko M. B. (Eds.) Population and Crises: regional and ethnic peculiarities of demographic development in Russia and USSR. Moscow: Max-Press. – Vol. 10. P. 138-150.

Ediev, D.M. 2003. Demographic losses of deported soviet peoples. Stavropol: AGRUS, Stavropolservisshkola, 2003. 336 pp. In Russian

Ediev, D.M. 2003. On Monotonic Convergence to Stability. Demographic Research, Vol.8, Article 2. P. 31-60. - link

Ediev, D. M. 2003. The Concept of Demographic Potential and Its Applications. Mathematical Modeling. Vol. 15, No. 12 (Dec., 2003): 37-74. In Russian (Review article)

Ediev, D.M. 2002. On Conditions of Monotonic Convergence of Population Structure to the Structure of Stable Equivalent Population in Quadratic Distance within the Model of Reproduction of Demographic Potential. Izvestia VUZov. Severo-Kavkazsky Region (Natural Sciences series), No. 4 (2002): 3-6. In Russian

Ediev, D.M. 2001. Application of the Demographic Potential Concept To Understanding the Russian Population History and Prospects: 1897-2100. Demographic Research, Vol.4, Article 9: 289-336. - link

Ediev, D.M. 1999. Optimization: Convex and Linear Programming. Cherkessk: Karachay-Cherkessian State Technological Institute. 84 pp.

Ediev, D.M. 1999. Demographic and Economic-Demographic Potentials. Dissertation for seeking the degree of Candidate (PhD thesis) of physical-mathematical sciences. Moscow: Moscow Institute of Physics and Technology. 206 pp

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