Designing Systems of Group Stimulation in the Management of Energy Complex Objects

Баркалов, С. А.; Бурков, В.Н.; Курочка, П. Н.

doi:10.1007/978-3-030-19868-8_6

Cited by 9 publications

(2 citation statements)

References 1 publication

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“…In addition, the status of individual unemployment increases the monthly probability of becoming self-employed, according to Li Yu and Mukoyama T., by about 0.9 percentage points, and this effect is almost constant throughout the business cycle [13]. High rates of transition to self-employment during recessions will not necessarily lead to economic recovery and a new boom due to entrepreneurial innovation [14]. Self-employment is also more risky during a recession because the option to return to paid work in the event of a business failure is more difficult.…”

Section: Resultsmentioning

confidence: 99%

Study of the development trajectory of the status indicator in employment in the context of digital transformation

2021

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Changes in employment status and rising unemployment are global and driven by rapid technological progress. The coronavirus pandemic also played a huge role, increasing the unemployment rate by 2-4% in different economies. The most declining industries are arts, culture and recreation; spheres of education, law and social, communal and state services; trade. Today, the fragmentation of employment up to self-employment and the spread of various forms of precarious work are clearly visible, and there is an inverse relationship between the share of self-employed workers and the GDP of their countries: in 2018, Burundi had the highest level of self-employment in the world - almost 95%. Arab countries posted the lowest self-employment rates at 1.7%. The emergence of new professions and employment profiles opens up a number of opportunities for the unemployed and the self-employed.

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Section: Resultsmentioning

confidence: 99%

Study of the development trajectory of the status indicator in employment in the context of digital transformation

2021

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“…Щепкина и др. [10,11]. В работах Ж. Тироля, П. Болтона, Е. Берлингер, А. Ловас рассматриваются вопросы управления корпоративными финансам и согласования интересов в теории контрактов [12][13][14].…”

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Models and Algorithms of the Consistent Financial Distribution in the Implementation of Projects of the Association of Business Entities

Бондаренко¹,

Азиз²,

Васильчикова³

et al. 2020

CTAC&R

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A characteristic feature of the development of modern economic systems is active association, inte-gration of enterprises into larger economic entities. A distinctive feature of such associations is the multidirectional interests of its members. The development of innovative mechanisms for financial management of an integrated structure, allowing to take into account the conflic¬ting interests of the enterprises of the association, is an urgent task. Aim. To develop mathematical models and algo-rithms to improve the efficiency of financial management of the association of business entities by forming an optimal package of projects and coordinated distribution of profits from its implemen-tation between enterprises. Materials and methods. The proposed approach is based on the use of systems analysis methods, optimization methods, decision theory and game theory. The paper dis-cusses the mechanism for the coordinated distribution of funds of the enterprises of the association in the implementation of projects, which consists of two enlarged stages. At the first stage, an optimal package of merger projects is formed. Each enterprise of the association offers its own variants of projects, from which a package of projects is formed. The constructed model of the formation of a package of projects that ensures the amalgamation of obtaining the greatest profit is a knapsack problem and is solved by the branch and bound method. At the second stage, the distri-bution of profits from the implementation of projects between the enterprises of the association is carried out. To find the distribution of profits, ensuring the coordination of the economic interests of the enterprises of the association, it is proposed to use the methods and principles of the theory of cooperative games. The paper shows that the described problem can be formally represented as a game in the form of a characteristic function. It is proposed to choose a certain element of the C-core as an agreed profit distribution. The formation of this element is carried out on the basis of an optimization model, the function of the goal and the system of restrictions of which takes into ac-count quantitative indicators of the activity of enterprises' participation in the implementation of merger projects. Results. A mechanism has been developed for the coordinated distribution of fi-nancial resources of the enterprises of the association during the implementation of projects, based on mathematical models and methods. A feature of the mechanism is the application of the game principle when distributing the profit of projects. Practical calculations are carried out to substantiate the advantages of the presented approach in comparison with the known methods. Conclusion. The coordinated distribution of finances proposed in the work reasonably ensures the benefit of each en-terprise from the joint implementation of projects and stimulates the management of enterprises to search for highly effective projects.

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Mathematical Models of Expert Information Processing for Evaluation of Projects

Баркалов

Моисеев

Perevalova

et al. 2021

Proceeding of the International Science and Technology Conference "FarEastСon 2020"

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Designing Systems of Group Stimulation in the Management of Energy Complex Objects

Cited by 9 publications

References 1 publication

Study of the development trajectory of the status indicator in employment in the context of digital transformation

Study of the development trajectory of the status indicator in employment in the context of digital transformation

Models and Algorithms of the Consistent Financial Distribution in the Implementation of Projects of the Association of Business Entities

Mathematical Models of Expert Information Processing for Evaluation of Projects

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