| Provider: | PyXMCDA |
|---|---|
| Version: | 1.0 |
-Contact: Thomas Veneziano (thomas.veneziano@uni.lu)
-Reference: R. Bisdorff, P. Meyer, M. Roubens, Rubis: a bipolar-valued outranking method for the best choice decision problem, 4OR, 6 (2), June 2008, Springer (doi:10.1007/s10288-007-0045-5).
This web service allows to compute a concordance relation as defined in the Rubis methodology.
Indicates the minimal and the maximal values of the valuation domain for computing the concordance relation. By default the valuation domain is {0,0.5,1}. The median indetermination value is computed as the average of the minimal and the maximal values.
-Status: define parameter value via XMCDA file or input by hand, by default via input by hand.
-Name: min
-Name: max
- A list of criteria. Criteria can be activated or desactivated via the <active> tag (true or false). By default (no <active> tag), criteria are considered as active.
- Using thresholds is optional, only the constant ones with mcdaConcept equals to “indifference”, “preference” or “veto” will be considered.
-Tag: criteria
-Code:
<criteria> <criterion> <active>[...]</active> <thresholds> <threshold mcdaConcept="indifference"><!-- REQUIRED, must be indifference, preference or veto --> <constant><real>[...]</real></constant> </threshold> </thresholds> [...] </criterion> [...] </criteria>
A list of alternatives. Alternatives can be activated or desactivated via the <active> tag (true or false). By default (no <active> tag), alternatives are considered as active.
-Tag: alternatives
-Code:
<alternatives> <alternative> <active>[...]</active> [...] </alternative> [...] </alternatives>
A performance table. The evaluations should be numeric values, i.e. <real>, <integer> or <rational>.
-Tag: performanceTable
The set of criteria weights.
-Tag: criteriaValues
A list of messages generated by the algorithm.
-Tag: methodMessages
The concordance relation.
-Tag: alternativesComparisons
For further technical details on the web service underlying this program, have a look at its documentation here.