The study of mathematical models of insurance companies in the form of a queueing system with an unlimited number of servers. The method of markovian summation for the research of the queueing systems

In 2000 I graduated from Tomsk State University with a red diploma. In 2003 I defended my thesis in the field of research of mathematical models of economic systems (insurance companies). From 2000 to the present, I work at the TSU at the Department of TP & MS as an assistant professor.

Readable courses - higher mathematics, mathematical analysis, economic and mathematical modeling, models and methods of queueing theory in the economy, probability theory, mathematical statistics, econometrics.

1. Dammer D.D., Nazarov A.A., “THE RESEARCH OF THE NUMBER OF REQUIREMENTS FOR INSURANCE BENEFITS IN A COMPANY WITH AN ARBITRARY VALUE OF THE CONTRACT”, Tomsk State University Journal, 2011, no. 2, 24-31
2. Dammer D.D., “RESEARCH OF THE MATHEMATICAL MODEL OF INSURANCE COMPANY IN THE FORM OF QUEUEING SYSTEM IN A RANDOM ENVIRONMENT AND WITH ONE-TIME INSURANCE BENEFITS”, Computer Sciences and Information Technologies Materials of the International Scientific Conference (Saratov), 2018, 117-121
3. Dammer D.D., Nazarov A.A., “RESEARCH OF THE MATHEMATICAL MODEL OF INSURANCE COMPANY IN THE FORM OF QUEUEING SYSTEM WITH HIGH-INTENSITY OF ARRIVAL PROCESS AND IN RANDOM ENVIRONMENT inbook Information technologies and mathematical modeling (ITMM-2017) procinfo Proceedings of the XVI International Conference named after A.F. Terpugov.”, 2017, 50-57
4. Dammer D.D., “A MATHEMATICAL MODEL OF AN INSURANCE COMPANY IN THE FORM OF A QUEUEING SYSTEM WITH AN UNLIMITED NUMBER OF SERVERS CONSIDERING ONE-TIME INSURANCE PAYMENTS”, Communications in Computer and Information Science, 638 (2016), 34-43