Public-Private Partnership Model with a Consortium Доклады на конференциях
Язык | Английский | ||
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Тип доклада | Секционный | ||
Url доклада | https://motor2023.uran.ru/docs/technical--program-v3.pdf | ||
Конференция |
22nd International conference "Mathematical Optimization Theory and Operations Research" 02-08 июл. 2023 , Екатеринбург |
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Авторы |
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Организации |
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Реферат:
A model is proposed for generating a mineral raw materials development program
in a resource-rich region. The model is based on a special mechanism
of public-private partnership with a consortium. The main idea of the partnership
model is to cluster mine fields and set up a system of consortia of
private investors who jointly implement projects to construct the necessary
production infrastructure in the cluster. Such a mechanism is based on the
search for a compromise between the interests of the government and private
investors, ensuring a Stackelberg equilibrium. In the process of interaction
(two periods, sequential choice), the government acts as a leader by setting
quotas on the compensations for the consortia’s costs of implementing the infrastructure
projects. The system of consortia plays the role of a follower by
rationally choosing the infrastructure development program that ensures the
profitability of the development projects for private investors, taking into account
the costs of shared construction and the compensation schedule offered
by the government. This approach allows one to form a targeted development
plan by solving a bilevel problem of mathematical programming. This plan
determines for each consortium a list of implemented infrastructure projects
and, for private investors, a schedule of infrastructure costs and their compensations
from the budget. It is proven that the problem of the government
belongs to the class of \Sigma^P_2-hard problems associated with the second level of
the polynomial hierarchy. The main directions are proposed in searching for
efficient solution algorithms based on metaheuristics and enabling the solution
of high-dimensional problems.
Библиографическая ссылка:
Lavlinskii S.
, Panin A.
, Plyasunov A.
Public-Private Partnership Model with a Consortium
22nd International conference "Mathematical Optimization Theory and Operations Research" 02-08 Jul 2023
Public-Private Partnership Model with a Consortium
22nd International conference "Mathematical Optimization Theory and Operations Research" 02-08 Jul 2023