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from their substitution group) violate "Unique Particle Attribution". (50:32) It turns out that I can comment out a piece of XSD in constructs.xsd and it then validates - though I'm not sure if the XSD is still correctly describing MathML. Any suggestions? I don't have anything else to test this with
elements from their substitution group) violate "Unique Particle Attribution". (50:32) It turns out that I can comment out a piece of XSD in constructs.xsd and it then validates - though I'm not sure if the XSD is still correctly describing MathML. Any suggestions? I don't have anything else to test this
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="unbounded"> <xs:element ref="ParaType2"/> <xs:element ref="List"/> </xs:choice> </xs:choice> </xs:complexType> </xs:element> </xs:schema> This XSD does not validate. The error given is as follows: E [Xerces] cos-nonambig: List and List (or elements from their substitution group) violate "Unique Particle
violate "Unique Particle Attribution". During validation against this schema, ambiguity would be created for those two particles. I don't understand why something as easy as (A | C)+ | (B | C)+ should produce an error. But I'm new to XSD so I hope there's just some trivial change needed. I would
violate "Unique Particle Attribution". During validation against this schema, ambiguity would be created for those two particles. I don't understand why something as easy as (A | C)+ | (B | C)+ should produce an error. But I'm new to XSD so I hope there's just some trivial change needed. I would