DEASMAACCRRanks Version: 1.0 Provider: PUT
Description: Computes rankings for the given DMUs (alternatives) using SMAA-D method and CCR Data Envelopment Analysis Model. For given number of samples returns a matrix with alternatives in each row and ran ...
DEASMAAvalueADDEfficiencies Version: 1.0 Provider: PUT
Description: Computes efficiency scores for the given DMUs (alternatives) using SMAA-D method and additive Data Envelopment Analysis Model. For given number of buckets and samples, returns a matrix with altern ...
DEASMAAvalueADDPreferenceRelations Version: 1.0 Provider: PUT
Description: Determines dominance relations for the given DMUs (alternatives) using SMAA-D method and additive Data Envelopment Analysis Model. For given number of samples returns a matrix with alternatives i ...
DEASMAAvalueADDRanks Version: 1.0 Provider: PUT
Description: Computes rankings for the given DMUs (alternatives) using SMAA-D method and additive Data Envelopment Analysis Model. For given number of samples returns a matrix with alternatives in each row an ...
DEAvalueADDCrossEfficiency Version: 1.0 Provider: PUT
Description: Computes cross efficiency scores for the given DMUs (alternatives) using additive Data Envelopment Analysis Model.
DEAvalueADDEfficiency Version: 1.0 Provider: PUT
Description: Computes efficiency scores for the given DMUs (alternatives) using additive Data Envelopment Analysis Model.
DEAvalueADDEfficiencyBounds Version: 1.0 Provider: PUT
Description: Computes efficiency bounds for the given DMUs (alternatives) using additive Data Envelopment Analysis Model.
DEAvalueADDExtremeRanks Version: 1.0 Provider: PUT
Description: Determines ranking intervals for the given DMUs (alternatives) using additive Data Envelopment Analysis Model.
DEAvalueADDNormalizedPerformanceMatrix Version: 1.0 Provider: PUT
Description: Computes utility values for decision making units based on given functions for inputs and outputs.
DEAvalueADDPreferenceRelations Version: 1.0 Provider: PUT
Description: Determines necessary and possible dominance relations for the given DMUs (alternatives) using additive Data Envelopment Analysis Model.