Georgi Kiranchev
University of National and World Economy
https://doi.org/10.53656/str2024-2-3-inc
Abstract. This paper examines in a mathematically simplified form the incentive system of publication activity adopted by Bulgarian universities.
The methodology of the study is a mathematical analysis of a competitive game between multiple players. All proofs are made in the generalised case.
It is shown that in this (and similar) mathematical form of the basic formula for calculating players’ rewards, there exists an optimal number of publications at which each player reaches his maximum profit.
It is shown that if individual players do not cooperate but follow competitive behavior, they will realise their maximum profits in a Nash equilibrium.
It is shown that in this equilibrium some players will prefer to have zero publication activity, which depends on the costs they incur for their publications. Easy done and cheap publications will be more competitive and more numerous.
It has been shown that it is more profitable for players to cooperate and minimise the amount of publications rather than compete.
Potential problems and distortions in the implementation of incentives are commented.
Keywords: incentives, publication activity, game theory, Nash equilibrium
Log in to read the full textOpen the full text[/emember_protected
Свързани статии:
Language Transfer And Problems Of Teaching Bugarian For Slav Students
The Influence Of Collaborative Learning On Students’ Achievement In Examining Functions With Parameters in Dynamic Software Environment
Нови документални свидетелства за живота и делото на Георги С. Раковски
Integrating Primary Source Analysis in Remote Teaching of Earth and Environmental Science During the COVID-19 Pandemic
