I have the following XML complexType
s defined:
<xs:complexType name="loss">
<xs:all>
<xs:element name="lossCause" type="xs:string"/>
<xs:element name="lossDate" type="xs:dateTime"/>
<xs:element name="lossDescription" type="xs:string"/>
<xs:element name="lossLocation" type="address" minOccurs="0"/>
<xs:element name="lossTime" type="xs:string" minOccurs="0"/>
<xs:element name="officials" minOccurs="0">
<xs:complexType>
<xs:sequence>
<xs:element name="official" type="official" minOccurs="0" maxOccurs="unbounded"/>
</xs:sequence>
</xs:complexType>
</xs:element>
</xs:all>
<xs:attribute name="incidentOnly" type="xs:boolean" use="required"/>
<xs:attribute name="lawsuit" type="xs:boolean" use="required"/>
</xs:complexType>
and:
<xs:complexType n开发者_如何学运维ame="propLoss">
<xs:complexContent>
<xs:extension base="loss">
<xs:all>
<xs:element name="damageDescription" type="xs:string"/>
<xs:element name="property" type="property"/>
<xs:element name="responsibleParty" type="contact" minOccurs="0"/>
</xs:all>
<xs:attribute name="businessOperational" type="xs:boolean" use="required"/>
<xs:attribute name="propertyLivable" type="xs:boolean" use="required"/>
<xs:attribute name="weatherRelated" type="xs:boolean" use="required"/>
</xs:extension>
</xs:complexContent>
</xs:complexType>
However, upon validation, I get an error stating that the all
model group isn't allowed within the loss
complexType
nor its extension propLoss
definition. What is it that I'm doing wrong?
Thanks!
A problem with propLoss
is that you can't extend an all
group in XML Schema (1.0). From the spec:
Note: This specification allows only appending, and not other kinds of extensions. This decision simplifies application processing required to cast instances from derived to base type. Future versions may allow more kinds of extension, requiring more complex transformations to effect casting.
Not sure what the problem with loss
is unless it collateral damage from the propLoss
error.
Note that in XSD 1.1 all
groups can be extended in the way shown here, with the meaning being that all of the children mentioned in either all
-group must be present in any order. (That is, all-group 1 and all-group 2 get merged together into a single all-group with the concatenation of their children.)
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