Add to ORKGBakalaura darbs ir veltīts matricu spēlēm ar norēķinu matricām, kuru elementi ir trīsstūrveida nestrikti skaitļi. Ir piedāvātā metode, balstīta uz nestriktu lineāro programmēšanu, kas ļauj spēles cenu noteikt kā nestriktu skaitli. Izmantojot līmeņu režģi, nestriktās lineārās programmēšanas problēmas tiek reducētas uz lineārās programmēšanas uzdevumiem, kuru risināšanas rezultātā var iegūt spēles cenu attiecīgajos līmeņos. Metode ir ilustrēta ar skaitliskiem piemēriem.This paper is devoted to the matrix games with payoffs of triangular fuzzy numbers. This method provides the possibility to solve the value of the game as a fuzzy number. Fuzzy linear programming problems are transformed to the linear programming problems by using grid of scale...
Matrix Game with Payoffs RepresentedDue to the complexity of information or the inaccuracy of decisi...
In this article, we introduce a model of bi-matrix games based on crisp parametric payoffs via utili...
AbstractThe objective of this paper is to develop a new solution methodology for matrix games, in wh...
In this paper, two-person matrix games is considered whose elements of pay-off matrix are triangular...
AbstractConstrained matrix games with payoffs of triangular fuzzy numbers (TFNs) are a type of matri...
In this work, we considered two-person zero-sum games with fuzzy payoffs and matrix games with pay...
Darbs ir veltīts nestriktās lineārās programmēšanas uzdevumiem un to risināšanas metodēm. Darbā ir a...
The intuitionistic fuzzy set (IF-set) has not been applied to matrix game problems yet since it was ...
A two person zero sum matrix game with fuzzy goals and fuzzy payoffs is considered and its solution ...
In this article, we put forward the multi-objective matrix game model based on fuzzy payoffs. In ord...
In this paper, a two-person zero-sum matrix game with fuzzy numbers payoff is introduced. Using the ...
Two-player zero sum games, or in short matrix games, are useful models in game theory that models to...
We introduce a solution for matrix games with fuzzy payoffs via the α -cuts and the introduction of ...
summary:A class of multi-objective fuzzy matrix games is studied and it is shown that solving such a...
Game theory is commonly used in competitive situations because of its significance in decisionmaking...
Matrix Game with Payoffs RepresentedDue to the complexity of information or the inaccuracy of decisi...
In this article, we introduce a model of bi-matrix games based on crisp parametric payoffs via utili...
AbstractThe objective of this paper is to develop a new solution methodology for matrix games, in wh...
In this paper, two-person matrix games is considered whose elements of pay-off matrix are triangular...
AbstractConstrained matrix games with payoffs of triangular fuzzy numbers (TFNs) are a type of matri...
In this work, we considered two-person zero-sum games with fuzzy payoffs and matrix games with pay...
Darbs ir veltīts nestriktās lineārās programmēšanas uzdevumiem un to risināšanas metodēm. Darbā ir a...
The intuitionistic fuzzy set (IF-set) has not been applied to matrix game problems yet since it was ...
A two person zero sum matrix game with fuzzy goals and fuzzy payoffs is considered and its solution ...
In this article, we put forward the multi-objective matrix game model based on fuzzy payoffs. In ord...
In this paper, a two-person zero-sum matrix game with fuzzy numbers payoff is introduced. Using the ...
Two-player zero sum games, or in short matrix games, are useful models in game theory that models to...
We introduce a solution for matrix games with fuzzy payoffs via the α -cuts and the introduction of ...
summary:A class of multi-objective fuzzy matrix games is studied and it is shown that solving such a...
Game theory is commonly used in competitive situations because of its significance in decisionmaking...
Matrix Game with Payoffs RepresentedDue to the complexity of information or the inaccuracy of decisi...
In this article, we introduce a model of bi-matrix games based on crisp parametric payoffs via utili...
AbstractThe objective of this paper is to develop a new solution methodology for matrix games, in wh...