:py:mod:`symfem.elements.kmv`
=============================

.. py:module:: symfem.elements.kmv

.. autoapi-nested-parse::

   Kong-Mulder-Veldhuizen elements on triangle.

   This element's definition is given in https://doi.org/10.1023/A:1004420829610
   (Chin-Joe-Kong, Mulder, Van Veldhuizen, 1999)



Module Contents
---------------

Classes
~~~~~~~

.. autoapisummary::

   symfem.elements.kmv.KongMulderVeldhuizen



Functions
~~~~~~~~~

.. autoapisummary::

   symfem.elements.kmv.kmv_tri_polyset
   symfem.elements.kmv.kmv_tet_polyset



.. py:function:: kmv_tri_polyset(m: int, mf: int) -> List[symfem.functions.FunctionInput]

   Create the polynomial set for a KMV space on a triangle.

   :param m: The parameter m
   :param mf: The parameter mf

   :returns: The polynomial set


.. py:function:: kmv_tet_polyset(m: int, mf: int, mi: int) -> List[symfem.functions.FunctionInput]

   Create the polynomial set for a KMV space on a tetrahedron.

   :param m: The parameter m
   :param mf: The parameter mf
   :param mi: The parameter mi

   :returns: The polynomial set


.. py:class:: KongMulderVeldhuizen(reference: symfem.references.Reference, order: int)


   Bases: :py:obj:`symfem.finite_element.CiarletElement`

   Kong-Mulder-Veldhuizen finite element.

   .. py:attribute:: names
      :value: ['Kong-Mulder-Veldhuizen', 'KMV']

      

   .. py:attribute:: references
      :value: ['triangle', 'tetrahedron']

      

   .. py:attribute:: min_order
      :value: 1

      

   .. py:attribute:: continuity
      :value: 'C0'

      

   .. py:attribute:: last_updated
      :value: '2023.05'