Decision making based upon valued preference relations is assuming that each decision maker is able to consistently manage intensity values for preferences, but this is indeed a di±cult task, even when dealing with few alternatives. Representation tools will therefore play a key role in order to help decision makers to understand their preference structure. This paper introduces a particular representation based upon classical crisp dimension theory,addressing some associated computational complexity problems, which will hopefully be useful within a valued framework
AbstractTheories that attempt to represent decision makers' preferences are usually based on the axi...
Coherence in preference modelling has been introduced in standard decision making frameworks, taking...
This chapter provides the reader with a presentation of preference modelling fundamental notions as ...
Decision making based upon valued preference relations is assuming that each decision maker is able ...
Translation of Classical Dimension Theory into a valued context should allow a comprehensible view o...
AbstractThe more information a preference structure gives, the more sophisticated representation tec...
Dimension Theory allows the representation of any finite set of alternatives in a real space, provi...
The concept of Dimension plays a key role in the context of crisp (classical) preference modelling. ...
AbstractThe more information a preference structure gives, the more sophisticated representation tec...
summary:In this paper we deal with mathematical modeling of real processes that are based on prefere...
summary:In this paper we deal with mathematical modeling of real processes that are based on prefere...
Measuring criteria weights in multicriteria decision making is a key issue in order to amalgamate in...
This paper provides the reader with a presentation of preference modelling fundamental notions as we...
This paper provides the reader with a presentation of preference modelling fundamental notions as we...
This paper provides the reader with a presentation of preference modelling fundamental notions aswel...
AbstractTheories that attempt to represent decision makers' preferences are usually based on the axi...
Coherence in preference modelling has been introduced in standard decision making frameworks, taking...
This chapter provides the reader with a presentation of preference modelling fundamental notions as ...
Decision making based upon valued preference relations is assuming that each decision maker is able ...
Translation of Classical Dimension Theory into a valued context should allow a comprehensible view o...
AbstractThe more information a preference structure gives, the more sophisticated representation tec...
Dimension Theory allows the representation of any finite set of alternatives in a real space, provi...
The concept of Dimension plays a key role in the context of crisp (classical) preference modelling. ...
AbstractThe more information a preference structure gives, the more sophisticated representation tec...
summary:In this paper we deal with mathematical modeling of real processes that are based on prefere...
summary:In this paper we deal with mathematical modeling of real processes that are based on prefere...
Measuring criteria weights in multicriteria decision making is a key issue in order to amalgamate in...
This paper provides the reader with a presentation of preference modelling fundamental notions as we...
This paper provides the reader with a presentation of preference modelling fundamental notions as we...
This paper provides the reader with a presentation of preference modelling fundamental notions aswel...
AbstractTheories that attempt to represent decision makers' preferences are usually based on the axi...
Coherence in preference modelling has been introduced in standard decision making frameworks, taking...
This chapter provides the reader with a presentation of preference modelling fundamental notions as ...