- From: Xan Gregg <xan@tibco.com>
- Date: Thu, 29 May 2003 17:30:24 -0400
- To: "'Michael Marchegay'" <mmarcheg@optonline.net>, xmlschema-dev@w3.org
Without fully parsing your examples, I assume you're noticing that Element Declarations Consistent appeals to the substitution group of an element, but membership in a subsitution group is not precisely defined with regards to block, final and abstract. I think you will find that this issue has been addressed in the errata for 1.0 at http://www.w3.org/2001/05/xmlschema-errata, E1-23. The transitive closure of substitutionGroup properties is now called the "potential substitution group" and the "actual" substitution group is the subset of the potential substitution group that is not ruled out by block, final and abstract. So your first example is valid. The second is probably valid, too, but I get lost trying to keep block and final straight in these cases. xan -----Original Message----- From: Michael Marchegay [mailto:mmarcheg@optonline.net] Sent: Thursday, May 29, 2003 4:44 PM To: xmlschema-dev@w3.org Subject: Schema Component Constraint: Element Declarations Consistent Hi all, I have a question on the implication of the substitution group and of the {disallowed substitution} on the constraint "Schema Component Constraint: Element Declarations Consistent" [1] Is this constraint valid for the model group definition MG bellow? <element name="a" **block="substitution"**/> <element name="b" substitutionGroup="a"/> <group name="MG"> <element ref="a"/> <element name="b" type="boolean"/> </group> And what about transitive substitution group? Is the group MG2 bellow valid? <element name="x" **block="restricction"**/> <element name="y" substitutionGroup="x"/> <element name="z" substitutionGroup="y" type="string"/> <group name="MG2"> <element ref="x"/> <element name="z" type="boolean"/> </group> [1] XML Schema Part 1 - 3.8.6 - Schema Component Constraint: Element Declarations Consistent (http://www.w3.org/TR/xmlschema-1/#cos-element-consistent) Thanks, Michael Marchegay
Received on Thursday, 29 May 2003 17:38:49 UTC