schema/mathml2/content/relations.xsd

   1 <xs:schema
   2   xmlns:xs="http://www.w3.org/2001/XMLSchema"
   3   xmlns="http://www.w3.org/1998/Math/MathML"
   4   targetNamespace="http://www.w3.org/1998/Math/MathML"
   5   elementFormDefault="qualified"
   6  >
   7
   8 <xs:annotation>
   9   <xs:documentation>
  10   This is an XML Schema module for the relational operators of content MathML.
  11   Author: St&#233;phane Dalmas, INRIA.
  12   </xs:documentation>
  13 </xs:annotation>
  14
  15 <!-- a common type for all this -->
  16 <xs:complexType name="Relations.type">
  17   <xs:attributeGroup ref="Definition.attrib"/>
  18   <xs:attributeGroup ref="Common.attrib"/>
  19 </xs:complexType>
  20
  21 <xs:element name="eq" type="Relations.type"/>
  22 <xs:element name="neq" type="Relations.type"/>
  23 <xs:element name="leq" type="Relations.type"/>
  24 <xs:element name="lt" type="Relations.type"/>
  25 <xs:element name="geq" type="Relations.type"/>
  26 <xs:element name="gt" type="Relations.type"/>
  27
  28 <xs:element name="equivalent" type="Relations.type"/>
  29
  30 <xs:element name="approx" type="Relations.type"/>
  31
  32 <xs:element name="factorof" type="Relations.type"/>
  33
  34 <!-- And the group of everything -->
  35 <xs:group name="Content-relations.class">
  36   <xs:choice>
  37     <xs:element ref="eq"/>
  38     <xs:element ref="neq"/>
  39     <xs:element ref="leq"/>
  40     <xs:element ref="lt"/>
  41     <xs:element ref="geq"/>
  42     <xs:element ref="gt"/>
  43     <xs:element ref="equivalent"/>
  44     <xs:element ref="approx"/>
  45     <xs:element ref="factorof"/>
  46   </xs:choice>
  47 </xs:group>
  48
  49 </xs:schema>
  50 <!--
  51   Copyright &#251; 2002 World Wide Web Consortium, (Massachusetts Institute
  52   of Technology, Institut National de Recherche en Informatique et en
  53   Automatique, Keio University). All Rights Reserved. See
  54   http://www.w3.org/Consortium/Legal/.
  55   -->