codac2_Matrix_addons_Vector.h File Reference

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Functions
template<int R = RowsAtCompileTime, int C = ColsAtCompileTime> requires (!IsIntervalDomain<Scalar>) && (IsVectorOrRow<R,C>)
	Matrix (std::initializer_list< double > l)
	Constructs a vector or row matrix from a list of double values.
template<int R = RowsAtCompileTime, int C = ColsAtCompileTime> requires (!IsIntervalDomain<Scalar>) && (IsVectorOrRow<R,C>)
	Matrix (int n, double values[])
	Constructs a vector or row matrix of size n from an array of double values.

Detailed Description

This file is included in the declaration of Eigen::MatrixBase, thanks to the preprocessor token EIGEN_MATRIX_PLUGIN. See: https://eigen.tuxfamily.org/dox/TopicCustomizing_Plugins.html and the file codac2_matrices.h

---

Date

2024

Author

Simon Rohou

Copyright

Copyright 2023 Codac Team

License: GNU Lesser General Public License (LGPL)

Function Documentation

Matrix() [1/2]

template<int R = RowsAtCompileTime, int C = ColsAtCompileTime>
requires (!IsIntervalDomain<Scalar>) && (IsVectorOrRow<R,C>)

Matrix

(

std::initializer_list< double >

l

)

Constructs a vector or row matrix from a list of double values.

Precondition

The matrix is a vector or row vector (IsVectorOrRow<R,C>).

Parameters

l	Initializer list of double values to populate the matrix.

If the compile-time size is fixed to 1 (vector or row), the size is 1; otherwise, the size matches the initializer list size.

  : Matrix<double,R,C>(R == 1 ? 1 : l.size(), C == 1 ? 1 : l.size())
{
  assert_release(!std::empty(l));
  Index i = 0;
  for(const auto& li : l)
    (*this)[i++] = li;
}

Matrix() [2/2]

template<int R = RowsAtCompileTime, int C = ColsAtCompileTime>
requires (!IsIntervalDomain<Scalar>) && (IsVectorOrRow<R,C>)

Matrix ( int n, double values[] )

explicit

Constructs a vector or row matrix of size n from an array of double values.

Precondition

The matrix is a vector or row vector (IsVectorOrRow<R,C>).

Parameters

n	Number of elements (must be greater than 0).
values	Pointer to an array of double values to initialize the matrix.

  : Matrix<double,R,C>(R == 1 ? 1 : n, C == 1 ? 1 : n, values)
{
  assert_release(n > 0);
}