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Journal Nonlinear World №4 for 2024 г.
Article in number:
Time series stationarity and securities portfolio optimization
Type of article: scientific article
DOI: 10.18127/j20700970-202404-14
UDC: 330.43
Authors:

M.V. Dobrina1, V.К. Kaverina2

1,2 Financial University under the Government of the Russian Federation (Moscow, Russia)
1 MVDobrina@fa.ru; dobrina_mv@mail.ru, 2 vkkaverina@fa.ru

Abstract:

One of the possible attractive investment options is the purchase of securities on the stock market. The investor strives to make a portfolio out of all possible investment instruments available on the exchange, which will be optimal according to a certain criterion. Before analyzing the data, it is necessary to check their stationarity. This is due to the fact that the non-stationary model is unable to accurately reflect the patterns in the data structure, which means that the results obtained may be distorted.

Pages: 108-112
For citation

Dobrina M.V., Kaverina V.К. Time series stationarity and securities portfolio optimization. Nonlinear World. 2024. V. 22. № 4.
P. 108–112. DOI: https://doi.org/10.18127/ j20700970-202404-14 (In Russian)

References
  1. Markowitz H.M. Portfolio Selection. The Journal of Finance. USA. 1952. P. 77–91.
  2. Artamonov N.V., Ivin E.A., Kurbackij A.N., Fantaccini D. Vvedenie v analiz vremennyh ryadov: Ucheb. posobie dlya vuzov. FGBUN VolNC RAN. Vologda. 2021. 135 s. (In Russian).
  3. Dobrina M.V. Instrumental'nye sredstva upravleniya portfelem investicij. Sovremennaya matematika i koncepcii innovacionnogo matematicheskogo obrazovaniya. 2023. T. 10. № 1. S. 256–259 (In Russian).
  4. Dobrina M.V. Problema vybora portfelya cennyh bumag. Ekonomika v investicionno-stroitel'nom komplekse i ZhKKH. 2018. № 1 (15). S. 162–165 (In Russian).
  5. Shapkin A.S., Shapkin V.A. Upravlenie portfelem investicij cennyh bumag. M.: Dashkov i Ko. 2010. 512 s. (In Russian).
Date of receipt: 09.10.2024
Approved after review: 22.10.2024
Accepted for publication: 29.10.2024