DEA | R Documentation |
Calculates standard or supper DEA/SBM efficiency scores (e.g., CCR or BCC models) and slacks.
basic_DEA(
data,
inputs,
outputs,
ud_outputs = NULL,
orientation = "io",
rts = "vrs"
)
super_DEA(data, inputs, outputs, orientation = "io", rts = "vrs")
basic_SBM(
data,
inputs,
outputs,
ud_outputs = NULL,
orientation = "io",
rts = "vrs"
)
super_SBM(data, inputs, outputs, orientation = "io", rts = "vrs")
data |
A data frame. The first column should contain DMU (Decision Making Unit) names/identifiers. Subsequent columns are input/output variables. |
inputs |
A numeric vector of column indices or a character vector of column names indicating input variables. |
outputs |
A numeric vector of column indices or a character vector of column names indicating (desirable) output variables. |
ud_outputs |
Optional. A numeric vector of column indices or a character vector of
column names indicating undesirable output variables. Defaults to |
orientation |
Character string. Model orientation: |
rts |
Character string. Returns to scale assumption: |
This function serves as a wrapper around specific models from the deaR
package.
A list containing two elements:
efficiency |
A numeric vector of efficiency scores for each DMU. |
slack |
A data frame or matrix containing the slack values for inputs/outputs. |
# Sample data
data = data.frame(
DMU = paste0("DMU", 1:5),
input1 = c(10, 20, 15, 25, 30),
input2 = c(5, 8, 7, 10, 12),
output = c(100, 150, 120, 180, 200),
ud_output = c(10, 15, 12, 20, 25)
)
# Standard DEA
result = basic_DEA(data, inputs = 2:3, outputs = 4)
result$efficiency
# DEA with undesirable outputs
result = basic_DEA(data, inputs = 2:3, outputs = 4:5, ud_outputs = 2)
result$efficiency
# Super-efficiency DEA
result = super_DEA(data, inputs = 2:3, outputs = 4)
result$efficiency
# Standard SBM
result = basic_SBM(data, inputs = 2:3, outputs = 4)
result$efficiency
# SBM with undesirable outputs
result = basic_SBM(data, inputs = 2:3, outputs = 4:5, ud_outputs = 2)
result$efficiency
# Super-efficiency SBM
result = super_SBM(data, inputs = 2:3, outputs = 4)
result$efficiency
# Note: According to deaR, the super-efficiency model
# does not take into account undesirable inputs/outputs.
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