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Bulletin of Abai KazNPU. Series of Physical and mathematical sciences

SOLUTION OF THE DUAL PROBLEM BY THE BARANKIN-DORFMAN METHOD FOR THE FORMATION OF THE INVESTMENT PORTFOLIO

Published June 2020

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N.K. Shazhdekeeva+
Atyrau State University named after Kh. Dosmukhamedov, Atyrau,
A.O. Chanpalova+
Atyrau State University named after Kh. Dosmukhamedov, Atyrau
Atyrau State University named after Kh. Dosmukhamedov, Atyrau,
Atyrau State University named after Kh. Dosmukhamedov, Atyrau
Abstract

The article focuses on the consideration of econometric models of stock quotes of large domestic companies based on modeling the securities portfolio and predicting its behavior using mathematical modeling using elements of probability theory and mathematical statistics. It is also shown how the problem of choosing the optimal portfolio can be reduced to the problem of convex quadratic programming. In this article, based on the Markowitz model, a model of an optimal investment portfolio with bilateral restrictions on variables associated with the requirements of the law is developed. An example is considered in which 10 types of stocks and bonds of large Kazakhstani companies are selected, which generates an optimal set of assets and calculates the risk of an optimal portfolio for a given level of expected return. Based on the results obtained, companies and entrepreneurs can build a strategy for investing and buying shares, knowing the probable income from a portfolio of certain types of securities. 

pdf (Русский)
Language

Русский

How to Cite

[1]
Shazhdekeeva Н. and Chanpalova .А. 2020. SOLUTION OF THE DUAL PROBLEM BY THE BARANKIN-DORFMAN METHOD FOR THE FORMATION OF THE INVESTMENT PORTFOLIO. Bulletin of Abai KazNPU. Series of Physical and mathematical sciences. 70, 2 (Jun. 2020), 130–134. DOI:https://doi.org/10.51889/2020-2.1728-7901.20 .