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STK++ 1.0
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Specialized Binary Operator Base class for the case Exp Op Real. More...
#include <STK_TExpAlgebra.h>
Public Member Functions | |
| Real | operator[] (Integer i) const |
| The operator[i] will perform lhs_[i] Op rhs_ where Op will be Plus (+), Minus (-), Mult (*) or Div (/) | |
| Real | operator() (Integer i, Integer j) const |
| The operator(i,j) will perform lhs_(i) Op rhs_ where Op will be Plus (+), Minus (-), Mult (*) or Div (/) | |
Protected Member Functions | |
| BinOpBase (const ExpLeft &X, Real const &y) | |
| Protected constructor. | |
| ~BinOpBase () | |
| Protected destructor. | |
Protected Attributes | |
| const ExpLeft & | lhs_ |
| Reference on the Left Side. | |
| Real const & | rhs_ |
| Reference on the Right term. | |
Specialized Binary Operator Base class for the case Exp Op Real.
Definition at line 118 of file STK_TExpAlgebra.h.
| STK::BinOpBase< Op, ExpLeft, Real >::BinOpBase | ( | const ExpLeft & | X, |
| Real const & | y | ||
| ) | [inline, protected] |
| STK::BinOpBase< Op, ExpLeft, Real >::~BinOpBase | ( | ) | [inline, protected] |
| Real STK::BinOpBase< Op, ExpLeft, Real >::operator[] | ( | Integer | i | ) | const [inline] |
The operator[i] will perform lhs_[i] Op rhs_ where Op will be Plus (+), Minus (-), Mult (*) or Div (/)
Definition at line 135 of file STK_TExpAlgebra.h.
References STK::BinOpBase< Op, ExpLeft, ExpRight >::lhs_, and STK::BinOpBase< Op, ExpLeft, ExpRight >::rhs_.
| Real STK::BinOpBase< Op, ExpLeft, Real >::operator() | ( | Integer | i, |
| Integer | j | ||
| ) | const [inline] |
The operator(i,j) will perform lhs_(i) Op rhs_ where Op will be Plus (+), Minus (-), Mult (*) or Div (/)
Definition at line 141 of file STK_TExpAlgebra.h.
References STK::BinOpBase< Op, ExpLeft, ExpRight >::lhs_, and STK::BinOpBase< Op, ExpLeft, ExpRight >::rhs_.
const ExpLeft& STK::BinOpBase< Op, ExpLeft, Real >::lhs_ [protected] |
Reference on the Left Side.
Definition at line 121 of file STK_TExpAlgebra.h.
Real const& STK::BinOpBase< Op, ExpLeft, Real >::rhs_ [protected] |
Reference on the Right term.
Definition at line 122 of file STK_TExpAlgebra.h.