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C++ Reference: class RoutingCPSatWrapper
Note: This documentation is automatically generated.
| Method |
AddMaximumConstraint | Return type: void Arguments: int max_var, std::vector<int> vars |
AddObjectiveConstraint | Return type: void |
AddProductConstraint | Return type: void Arguments: int product_var, std::vector<int> vars |
Clear | Return type: void |
ClearObjective | Return type: void |
CreateNewConstraint | Return type: int Arguments: int64_t lower_bound, int64_t upper_bound |
CreateNewPositiveVariable | Return type: int |
GetObjectiveCoefficient | Return type: double Arguments: int index |
GetObjectiveValue | Return type: int64_t |
GetValue | Return type: double Arguments: int index |
GetVariableLowerBound | Return type: int64_t Arguments: int index |
GetVariableUpperBound | Return type: int64_t Arguments: int index |
IsCPSATSolver | Return type: bool |
NumVariables | Return type: int |
RoutingCPSatWrapper | |
~RoutingCPSatWrapper | |
SetCoefficient | Return type: void Arguments: int ct_index, int index, double coefficient |
SetEnforcementLiteral | Return type: void Arguments: int ct, int condition |
SetObjectiveCoefficient | Return type: void Arguments: int index, double coefficient |
SetParameters | Return type: void Arguments: const std::string& /*parameters*/ NOTE: This function is not implemented for the CP-SAT solver.
|
SetVariableBounds | Return type: bool Arguments: int index, int64_t lower_bound,
int64_t upper_bound |
SetVariableDisjointBounds | Return type: void Arguments: int index, const std::vector<int64_t>& starts,
const std::vector<int64_t>& ends |
SetVariableName | Return type: void Arguments: int index, absl::string_view name |
SolutionIsInteger | Return type: bool |
Solve | Return type: DimensionSchedulingStatus Arguments: absl::Duration duration_limit |
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Last updated 2024-08-06 UTC.
[null,null,["Last updated 2024-08-06 UTC."],[],["The `RoutingCPSatWrapper` class provides methods for managing constraints and variables in a CP-SAT solver. Key actions include adding maximum and product constraints, setting objective and variable coefficients/bounds, creating new constraints and variables, clearing objective or all data, setting enforcement literals, and obtaining values of objectives and variables. It also allows to check for an integer solution, and to solve the problem, returning the solution's status. Methods for managing variable names, parameters, and disjoint bounds are available.\n"],null,[]]
