Mathematical Optimization Theory and Operations Research. MOTOR 2019. Communications in Computer and Information Science
Issue 1090. Springer, 2019.
Under the general editorship: Bykadorov I., Strusevich V., Tchemisova T.
, , , in: Mathematical Optimization Theory and Operations Research. MOTOR 2019. Communications in Computer and Information Science. Issue 1090.: Springer, 2019.. P. 178-191.
This paper is devoted to a new class of differential games with continuous updating. It is assumed that at each time instant, players have or use information about the game defined on a closed time interval. However, as the time evolves, information about the game updates, namely, there is a continuous shift of time interval, ...
Added: November 8, 2019
Efficient mechanism for resource allocation with quadratic payments and its realization via an iterative bargaining process
, IFAC Proceedings Volumes 2013 Vol. 46 No. 9 P. 1176-1181
The problem of Pareto-efficient resource allocation among rational agents is considered. The mechanism that implements efficient allocation as Nash equilibrium in case when utility is transferable among agents is offered. The approach to solution of allotment problems as multicriteria public choice problems lies in the basis of this mechanism, that allows to implement Groves-Ledyard mechanism, ...
Added: March 5, 2018
The Balanced Development of the Spatial Innovation and Entrepreneurial Ecosystem Based on Principles of the Systems Compromise: A Conceptual Framework
, , et al., Journal of the Knowledge Economy 2017 Vol. 8 No. 2 P. 438-455
The central research question of this paper is how a regional or national (spatial) innovation and entrepreneurial ecosystem (SIEES) can function in a sustainable mode under conditions of uncertainty of an external environment. As an attempt to answer this question, the authors consider to approach the idea of sustainable development from the standpoint of a ...
Added: October 17, 2017
, European Journal of Operational Research 2021 Vol. 295 No. 3 P. 1180-1188
This work proves the existence of a coalition structure that is both Nash-stable and strongly permutation-stable for classes of coalition partition games. Among them are games where player’s payoff are Aumann-Drze value or the weighted value. These results are obtained by adapting the definition of a potential function for coalition partition games. ...
Added: June 21, 2021
A substitute for the classical Neumann–Morgenstern characteristic function in cooperative differential games
, , , Journal of Dynamics & Games 2020 Vol. 7 No. 2 P. 105-122
In this paper, we present a systematic overview of different endogenous optimization-based characteristic functions and discuss their properties. Furthermore, we define and analyze in detail a new, η-characteristic function. This characteristic function has a substantial advantage over other characteristic functions in that it can be obtained with a minimal computational effort and has a reasonable economic ...
Added: October 31, 2020
Understanding Game Theory: Introduction to the Analysis of Many Agent Systems with Competition and Cooperation
, , Singapore: World Scientific Publishing Co., 2021
Game theory is the mathematical discipline aimed to model various interactions of living organisms in quantitative terms. Game theory, as the universal method for the analysis of social interactions has wide applications in economics, in the theory of control and management, financial mathematics, evolutionary biology, sociology, psychology and politics, in modelling different social processes, in ...
Added: October 29, 2021