List of available XMCDA v2 programs

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A B C D E F G H I L M N O P R S T U V W X

ElectreConcordanceWithInteractions Version: 0.2.0 Provider: PUT

Description: Computes concordance matrix taking into account interactions between criteria. Possible interactions are: 'strengthening', 'weakening' and 'antagonistic'.


ElectreCredibility Version: 0.2.0 Provider: PUT

Description: ElectreCredibility - computes credibility matrix using procedure which is common to the most methods from the Electre family.


ElectreCredibilityWithCounterVeto Version: 0.1.0 Provider: PUT

Description: ElectreCredibilityWithCounterVeto - computes credibility matrix using procedure which is common to the most methods from the Electre family.


ElectreCrispOutrankingAggregation Version: 0.2.0 Provider: PUT

Description: Computes outranking relation as an aggregation of concordance and discordance binary relations. The relation is true (1) for a pair of alternatives when there is a concordance (1) for A > B and no ...


ElectreDiscordance Version: 0.2.0 Provider: PUT

Description: ElectreDiscordance - computes partial (i.e. per-criterion) discordance matrix using procedure which is common to the most methods from the Electre family.


ElectreDiscordances-J Version: 0.5.5 Provider: J-MCDA

Description: Computes a discordance relation per criteria.


ElectreDistillation Version: 0.2.0 Provider: PUT

Description: This module performs distillation (upwards/downwards)


ElectreDistillationRank Version: 0.1.0 Provider: PUT

Description: This module provides three types of resultes performed on downwards and upwards distillation: intersection (outranking relation), final rank (distance to the best solution), median rank.


ElectreIIPreorder Version: 0.2.0 Provider: PUT

Description: This module constructs a complete pre-order using Electre II procedure based on the provided outranking matrix and (optionally) ranking (pre-order).


ElectreIsDiscordanceBinary Version: 0.1.0 Provider: PUT

Description: Computes discordance matrix as in Electre Is method. Resulting discordance indices are from range {0, 1}, hence "binary" in module's name.