Nash Equilibrium in Redistributions Systems (Calculation, Weight, Application)

@article{1231,
   author = {Budinský, Petr and Valenčík, Radim},
   article_location = {Praha},
   article_number = {1},
   keywords = {Game Theory; Theory of Redistribution Systems; Redistribution Equation; Coalition; Bargaining; Pareto Optionality; Nash Equilibrium},
   language = {eng},
   issn = {1802-792X},
   journal = {ACTA VŠFS},
   title = {Nash Equilibrium in Redistributions Systems (Calculation, Weight, Application)},
   volume = {2008},
   year = {2008}
}

TY  - JOUR
ID  - 1231
AU  - Budinský, Petr - Valenčík, Radim
PY  - 2008
TI  - Nash Equilibrium in Redistributions Systems (Calculation, Weight, Application)
JF  - ACTA VŠFS
VL  - 2008
IS  - 1
SP  - 124-130
EP  - 124-130
PB  - Vysoká škola finanční a správní, o.p.s.
SN  - 1802792X
KW  - Game Theory
KW  - Theory of Redistribution Systems
KW  - Redistribution Equation
KW  - Coalition
KW  - Bargaining
KW  - Pareto Optionality
KW  - Nash Equilibrium
N2  - A redistribution system is any social system as organization, company or institution is where the redistribution of payments of players in comparison with their performance happens. The very important role is played by constitutions of alliances created in this system. Modeling of essential three players redistribution system as well as identifying and calculating the forms of equilibrium (discriminatory or Nash) provide the key for analysis of a real individual or group behavior including problems of its stability and chaining of other social systems. The theory of redistribution systems, as an original extension, comes out of the “game theory” and it has numerous practical applications.
ER  - 

BUDINSKÝ, Petr and Radim VALENČÍK. Nash Equilibrium in Redistributions Systems (Calculation, Weight, Application). \textit{ACTA VŠFS}. Praha: Vysoká škola finanční a správní, o.p.s., 2008, vol.~2008, No~1, p.~124-130. ISSN~1802-792X.