| OPAL (Object Oriented Parallel Accelerator Library)
    2021.1.99
    OPAL | 
PolynomialCoefficient represents a coefficient in a multi-dimensional polynomial. More...
#include <PolynomialCoefficient.h>
| Public Member Functions | |
| PolynomialCoefficient (std::vector< int > inVariablesByVector, int outVariable, double coefficient) | |
| PolynomialCoefficient (const PolynomialCoefficient &pc) | |
| std::vector< int > | InVariables () const | 
| int | OutVariable () const | 
| double | Coefficient () const | 
| std::vector< int > | InVariables (std::vector< int > inVar) | 
| int | OutVariable (int outVar) | 
| double | Coefficient (double coeff) | 
| void | SpaceTransform (std::vector< int > spaceIn, std::vector< int > spaceOut) | 
| bool | HasInVariable (int var) const | 
| Private Attributes | |
| std::vector< int > | _inVarByVec | 
| int | _outVar | 
| double | _coefficient | 
PolynomialCoefficient represents a coefficient in a multi-dimensional polynomial.
PolynomialCoefficient has three member data
| inVarByVec_m | is the x power to which the coefficient pertains, indexed by vector e.g. \(x_1^4 x_2^3 =\) {1,1,1,1,2,2,2} | 
| outVar_m | is the output y variable to which the coefficient pertains | 
| coefficient | is the value of the coefficient | 
Definition at line 43 of file PolynomialCoefficient.h.
| 
 | inline | 
Construct the coefficient
| inVariablesByVector | x power indexed like e.g. | 
| outVariable | y index that the coefficient pertains to | 
| coefficient | value of the coefficient | 
Definition at line 51 of file PolynomialCoefficient.h.
| 
 | inline | 
Copy constructor
Definition at line 60 of file PolynomialCoefficient.h.
| 
 | inline | 
Return the coefficient value
Definition at line 72 of file PolynomialCoefficient.h.
References _coefficient.
Referenced by interpolation::operator<<().
| 
 | inline | 
| 
 | inline | 
Return true if var is in inVariables
Definition at line 95 of file PolynomialCoefficient.h.
References _inVarByVec.
| 
 | inline | 
Return the vector of input variables, indexed by vector
Definition at line 66 of file PolynomialCoefficient.h.
References _inVarByVec.
Referenced by interpolation::operator<<().
| 
 | inline | 
Set the vector of input variables, indexed by vector
Definition at line 75 of file PolynomialCoefficient.h.
References _inVarByVec.
| 
 | inline | 
Return the output variable
Definition at line 69 of file PolynomialCoefficient.h.
References _outVar.
Referenced by interpolation::operator<<().
| 
 | inline | 
| void interpolation::PolynomialCoefficient::SpaceTransform | ( | std::vector< int > | spaceIn, | 
| std::vector< int > | spaceOut | ||
| ) | 
Transform coefficient from subspace space_in to subspace space_out, both subspaces of some larger space
| spaceIn | Describes the input subspace | 
| spaceOut | Describes the output subspace Throws an exception if the coefficient is not in the input or output subspace So for coeff({1,2},0,1.1), coeff.space_transform({0,2,3,5}, {4,7,1,2,3,0}) would return coeff({3,4},5,1.1) | 
Definition at line 13 of file PolynomialCoefficient.cpp.
References _inVarByVec, and _outVar.
| 
 | private | 
Definition at line 100 of file PolynomialCoefficient.h.
Referenced by Coefficient().
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 | private | 
Definition at line 98 of file PolynomialCoefficient.h.
Referenced by HasInVariable(), InVariables(), and SpaceTransform().
| 
 | private | 
Definition at line 99 of file PolynomialCoefficient.h.
Referenced by OutVariable(), and SpaceTransform().