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Modeling with Concert Technology |
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An optimization problem is represented by a set of interconnected modeling objects in an IloCplex
object. Modeling objects in Concert Technology are objects of type IloNumVar
and its extensions, or IloAddable
and its extensions. Since these are Java interfaces and not classes, objects of these types cannot be created explicitly. Rather, modeling objects are created using methods of an instance of IloModeler
or one of its extensions, such as IloMPModeler
or IloCPModeler
.
This discussion concentrates on IloModeler
and IloMPModeler
because the class IloCplex
implements these interfaces and thus inherits their methods. To create a new modeling object, you must first create the IloModeler
which will be used to create the modeling object. For the discussion here, the model will be an instance of IloCplex
, and it is created like this:
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Since class IloCplex
implements IloMPModeler
(and thus its parent interface IloModeler
) all methods from IloMPModeler
and IloModeler
can be used for building a model. IloModeler
defines the methods to:
Models that consist only of such constructs can be built and solved with any ILOG optimizer implementing the IloModeler
interface, including IloCplex
, which implements the IloMPModeler
extension.
The IloMPModeler
interface extends IloModeler
by adding functionality specific to mathematical programming applications. This functionality includes these additional modeling object types:
It also includes these modeling features to support specific needs:
Table 2.1 recapitulates those observations about the interfaces of ILOG CPLEX with Concert Technology for Java users.
For an explanation of quadratic constraints, see Solving Problems with Quadratic Constraints (QCP). For more information about quadratic objective functions, see Solving Problems with a Quadratic Objective (QP). For examples of piecewise linear constraints, see Transport: Piecewise Linear Optimization. For a description of special ordered sets, see Using Special Ordered Sets.
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