forked from amazingfate/loongoffice
a09ed7100e
These are needed to invoke the ODF validator with custom ODF schemas. Change-Id: I231b5d8a8573e9ac6171a331362a31aceae08d80 Reviewed-on: https://gerrit.libreoffice.org/56399 Tested-by: Jenkins Reviewed-by: Thorsten Behrens <Thorsten.Behrens@CIB.de>
74 lines
1.9 KiB
XML
74 lines
1.9 KiB
XML
<xs:schema
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xmlns:xs="http://www.w3.org/2001/XMLSchema"
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xmlns="http://www.w3.org/1998/Math/MathML"
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targetNamespace="http://www.w3.org/1998/Math/MathML"
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elementFormDefault="qualified"
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>
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<xs:annotation>
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<xs:documentation>
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This is an XML Schema module for operators dealing with functions in content
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MathML.
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Author: Stéphane Dalmas, INRIA.
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</xs:documentation>
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</xs:annotation>
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<!-- a common type for all this -->
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<xs:complexType name="Functions.type">
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<xs:attributeGroup ref="Definition.attrib"/>
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<xs:attributeGroup ref="Common.attrib"/>
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</xs:complexType>
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<!-- "compose" -->
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<xs:element name="compose" type="Functions.type"/>
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<!-- Domain, codomain and image -->
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<xs:element name="domain" type="Functions.type"/>
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<xs:element name="codomain" type="Functions.type"/>
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<xs:element name="image" type="Functions.type"/>
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<!-- "domainofapplication" -->
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<xs:group name="domainofapplication.content">
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<xs:sequence>
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<xs:group ref="Content-expr.class"/>
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</xs:sequence>
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</xs:group>
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<xs:complexType name="domainofapplication.type">
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<xs:group ref="domainofapplication.content"/>
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<xs:attributeGroup ref="Definition.attrib"/>
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<xs:attributeGroup ref="Common.attrib"/>
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</xs:complexType>
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<xs:element name="domainofapplication" type="domainofapplication.type"/>
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<!-- identity -->
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<xs:element name="ident" type="Functions.type"/>
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<!-- And the group of everything -->
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<xs:group name="Content-functions.class">
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<xs:choice>
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<xs:element ref="compose"/>
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<xs:element ref="domain"/>
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<xs:element ref="codomain"/>
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<xs:element ref="image"/>
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<xs:element ref="domainofapplication"/>
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<xs:element ref="ident"/>
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</xs:choice>
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</xs:group>
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</xs:schema>
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<!--
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Copyright û 2002 World Wide Web Consortium, (Massachusetts Institute
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of Technology, Institut National de Recherche en Informatique et en
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Automatique, Keio University). All Rights Reserved. See
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http://www.w3.org/Consortium/Legal/.
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-->
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