Optimization problem methods

These functions are used to access data from a optimization_problem().

Usage

# S4 method for OptimizationProblem
nrow(x)

# S4 method for OptimizationProblem
ncol(x)

# S4 method for OptimizationProblem
ncell(x)

modelsense(x)

# S4 method for OptimizationProblem
modelsense(x)

vtype(x)

# S4 method for OptimizationProblem
vtype(x)

obj(x)

# S4 method for OptimizationProblem
obj(x)

A(x)

# S4 method for OptimizationProblem
A(x)

rhs(x)

# S4 method for OptimizationProblem
rhs(x)

sense(x)

# S4 method for OptimizationProblem
sense(x)

lb(x)

# S4 method for OptimizationProblem
lb(x)

ub(x)

# S4 method for OptimizationProblem
ub(x)

col_ids(x)

# S4 method for OptimizationProblem
col_ids(x)

row_ids(x)

# S4 method for OptimizationProblem
row_ids(x)

compressed_formulation(x)

# S4 method for OptimizationProblem
compressed_formulation(x)

Arguments

x

optimization_problem() object.

Value

A Matrix::dgCMatrix, numeric vector, numeric vector, or scalar integer depending on the method used.

Details

The functions return the following data:

nrow

integer number of rows (constraints).

ncol

integer number of columns (decision variables).

ncell

integer number of cells.

modelsense

character describing if the problem is to be maximized ("max") or minimized ("min").

vtype

character describing the type of each decision variable: binary ("B"), semi-continuous ("S"), or continuous ("C")

obj

numeric vector specifying the objective function.

A

Matrix::dgCMatrix matrix object defining the problem matrix.

rhs

numeric vector with right-hand-side linear constraints

sense

character vector with the senses of the linear constraints ("<=", ">=", "=").

lb

numeric lower bound for each decision variable. Missing data values (NA) indicate no lower bound for a given variable.

ub

numeric upper bounds for each decision variable. Missing data values (NA) indicate no upper bound for a given variable.

number_of_planning_units

integer number of planning units in the problem.

number_of_features

integer number of features the problem.