Primal2Dual: Method for converting a primal LP to its dual representation
In TSSP: Two-Stage Stochastic Programs
Description
Usage
Arguments
Details
Value
Author(s)
Description
Additional arguments to the Primal2Dual-method pertinent to the
defined S4-classes in this package are detailed below.
Usage
1
2
## S4 method for signature 'CLPD'
Primal2Dual(object)
Arguments
object
CLPD: an object of class "CLPD",
ordinarily returned by a call to LPD().
Details
Unequality constraints in the primal LP are converted to equality
constraints, first and a warning is issued if this should be the
case. The variables bounds of the primal have to be non-negtaive. The
dual has as objective coefficients the rhs-vector of the primal
and the optimization direction is reversed. The constraints consist of
the transposed A matrix, the primal objective coefficients
become the rhs values of the dual and the relational operators
are “>=” in case of minimization and “<=” in case of
maximization. The variable bounds of the dual form are from
-Inf to Inf.
Value
CLPD: Returns the dual form of a LP.
Author(s)
Bernhard Pfaff
TSSP documentation built on May 2, 2019, 4:56 p.m.
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Description Usage Arguments Details Value Author(s)
Description
Additional arguments to the Primal2Dual-method pertinent to the
defined S4-classes in this package are detailed below.
Usage
1 2 | ## S4 method for signature 'CLPD'
Primal2Dual(object)
|
Arguments
object |
|
Details
Unequality constraints in the primal LP are converted to equality
constraints, first and a warning is issued if this should be the
case. The variables bounds of the primal have to be non-negtaive. The
dual has as objective coefficients the rhs-vector of the primal
and the optimization direction is reversed. The constraints consist of
the transposed A matrix, the primal objective coefficients
become the rhs values of the dual and the relational operators
are “>=” in case of minimization and “<=” in case of
maximization. The variable bounds of the dual form are from
-Inf to Inf.
Value
CLPD: Returns the dual form of a LP.
Author(s)
Bernhard Pfaff
R Package Documentation
Browse R Packages
We want your feedback!
Note that we can't provide technical support on individual packages. You should contact the package authors for that.
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