%feature("docstring") OT::LinearEvaluation
"Linear numerical math evaluation implementation.

Available constructors:
   LinearEvaluation(*center, constant, linear*)

Parameters
----------
center : sequence of float
    Vector :math:`\vect{b}`.
constant : sequence of float
    Vector :math:`\vect{c}`.
linear : :class:`~openturns.Matrix`
    Matrix :math:`\mat{A}`.

See also
--------
Function

Notes
-----
This implements a linear :class:`~openturns.Function` :math:`f` 
defined as :

.. math::

    f : & \Rset^n \rightarrow \Rset^p  \\
        & \vect{X} \mapsto \mat{A} ( \vect{X} - \vect{b} ) + \vect{c}

where:

- :math:`\mat{A}` is the :math:`\Rset^p \times \Rset^n` matrix defined by the
  input *linear*
- :math:`\vect{b}` is the :math:`\Rset^n` vector defined by the object *center*
- :math:`\vect{c}` is the :math:`\Rset^p` vector defined by the object *constant*."

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%feature("docstring") OT::LinearEvaluation::getCenter
"Accessor to the center.

Returns
-------
center : :class:`~openturns.Point`
    The center :math:`\vect{b}`."

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%feature("docstring") OT::LinearEvaluation::getConstant
"Accessor to the constant.

Returns
-------
constant : :class:`~openturns.Point`
    The constant :math:`\vect{c}`."

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%feature("docstring") OT::LinearEvaluation::getLinear
"Accessor to the matrix.

Returns
-------
linear : :class:`~openturns.Matrix`
    The matrix :math:`\mat{A}`."