Concept for Eigen matrices. It is satisfied when T
is an Eigen matrix.
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#include <vclib/concepts/space/matrix.h>
template<typename T>
typename RemoveRef<T>::Scalar;
RemoveRef<T>();
obj.RowsAtCompileTime;
obj.ColsAtCompileTime;
obj.rows();
obj.cols();
obj.operator()(std::size_t(), std::size_t());
obj.operator()(std::size_t(), std::size_t());
obj.resize(std::size_t(), std::size_t());
obj.conservativeResize(std::size_t(), std::size_t());
};
}
Concept for Eigen matrices. It is satisfied when T is an Eigen matrix.
Definition matrix.h:53
The IsConst concept is satisfied if T satisfies one of the following conditions:
Definition const_correctness.h:43
Concept for Eigen matrices. It is satisfied when T
is an Eigen matrix.
The concept just checks that T
has the following members:
T::RowsAtCompileTime
T::ColsAtCompileTime
T::rows()
T::cols()
T::operator()(std::size_t, std::size_t)
If the type T
is non-const, it must also have the following members:
T::resize(std::size_t, std::size_t)
T::conservativeResize(std::size_t, std::size_t)
- Note
- The fact that an Eigen matrix has the two resize member functions does not mean that it can be resized. For example, a matrix with fixed size cannot be resized, but it has the two resize member functions, and calling them with the same sizes of the matrix does not cause any error.