Bakalaura darbā tiek apskatīti vairāki priekšrocības attiecību veidi: lingvistiskās priekšrocības attiecības, multiplikatīvās priekšrocības attiecības un nestriktās priekšrocības attiecības. Lielāka uzmanība ir pievērsta tieši nestriktās priekšrocības attiecībām. Tiek aprakstīti vairāki modeļi, kas balstās uz lineāro programmēšanu, ar kuru palīdzību var atrisināt grupas lēmuma pieņemšanas problēmu, izmantojot nestriktas priekšrocības attiecības.In this paper we consider different types of preference relations: linguistic preference relations, multiplicative preference relations and fuzzy preference relations. The main attention is paid to fuzzy preference relations. We describe two models based on linear programming to solve the group decis...
Group decision-making is a field of decision theory that has many strengths and benefits. It can sol...
Decision making preferences to certain criteria usually focus on positive degrees without considerin...
Intuitionistic fuzzy preference relation has turned out to be a powerful structure in representing t...
Bakalaura darbs ir veltīts lēmumu pieņemšanas procesam, kurā jāizvēlas labāko no piedāvātājām altern...
Although crisp data are fundamentally indispensable in the conventional linear programming technique...
Although crisp data are fundamentally indispensable in the conventional linear programming technique...
In this paper, a preference relations based on the conflicting bifuzzy set, namely equilibrium lingu...
Vadošas tendences industriālo problēmu modelēšanā ved pie tā, ka tiek izmantota visa noderīga inform...
The capability of intuitionistic fuzzy preference relation in representing imprecise or not reliable...
As a result of the heterogeneity of decision-makers, it is more suitable to use multi-granular lingu...
Although fuzzy preference relations (FPRs) are among the most commonly used preference models in gro...
When dealing with multi-criteria decision making problems, the concept of Pareto-optimality and Pare...
Assuming a set of linguistic preferences representing the preferences of the in-dividuals, a linguis...
In this paper, we investigate the multi criteria group decision making with intuitionistic linguisti...
Consistency analysis is a crucial topic for preference relations. This paper studies the consistency...
Group decision-making is a field of decision theory that has many strengths and benefits. It can sol...
Decision making preferences to certain criteria usually focus on positive degrees without considerin...
Intuitionistic fuzzy preference relation has turned out to be a powerful structure in representing t...
Bakalaura darbs ir veltīts lēmumu pieņemšanas procesam, kurā jāizvēlas labāko no piedāvātājām altern...
Although crisp data are fundamentally indispensable in the conventional linear programming technique...
Although crisp data are fundamentally indispensable in the conventional linear programming technique...
In this paper, a preference relations based on the conflicting bifuzzy set, namely equilibrium lingu...
Vadošas tendences industriālo problēmu modelēšanā ved pie tā, ka tiek izmantota visa noderīga inform...
The capability of intuitionistic fuzzy preference relation in representing imprecise or not reliable...
As a result of the heterogeneity of decision-makers, it is more suitable to use multi-granular lingu...
Although fuzzy preference relations (FPRs) are among the most commonly used preference models in gro...
When dealing with multi-criteria decision making problems, the concept of Pareto-optimality and Pare...
Assuming a set of linguistic preferences representing the preferences of the in-dividuals, a linguis...
In this paper, we investigate the multi criteria group decision making with intuitionistic linguisti...
Consistency analysis is a crucial topic for preference relations. This paper studies the consistency...
Group decision-making is a field of decision theory that has many strengths and benefits. It can sol...
Decision making preferences to certain criteria usually focus on positive degrees without considerin...
Intuitionistic fuzzy preference relation has turned out to be a powerful structure in representing t...