org.w3c.dom
Interface DOMImplementationSource
- ImplementationSource
This interface permits a DOM implementer to supply one or more
implementations, based upon requested features and versions, as specified
in . Each implemented
DOMImplementationSource object is
listed in the binding-specific list of available sources so that its
DOMImplementation objects are made available.
See also the
Document Object Model (DOM) Level 3 Core Specification.
getDOMImplementation
public DOMImplementation getDOMImplementation(String features)
A method to request the first DOM implementation that supports the
specified features.
features - A string that specifies which features and versions
are required. This is a space separated list in which each feature
is specified by its name optionally followed by a space and a
version number. This method returns the first item of the list
returned by getDOMImplementationList. As an example,
the string "XML 3.0 Traversal +Events 2.0" will
request a DOM implementation that supports the module "XML" for its
3.0 version, a module that support of the "Traversal" module for
any version, and the module "Events" for its 2.0 version. The
module "Events" must be accessible using the method
Node.getFeature() and
DOMImplementation.getFeature().
- The first DOM implementation that support the desired
features, or
null if this source has none.
getDOMImplementationList
public DOMImplementationList getDOMImplementationList(String features)
A method to request a list of DOM implementations that support the
specified features and versions, as specified in .
features - A string that specifies which features and versions
are required. This is a space separated list in which each feature
is specified by its name optionally followed by a space and a
version number. This is something like: "XML 3.0 Traversal +Events
2.0"
- A list of DOM implementations that support the desired
features.
* Copyright (c) 2004 World Wide Web Consortium,
*
* (Massachusetts Institute of Technology, European Research Consortium for
* Informatics and Mathematics, Keio University). All Rights Reserved. This
* work is distributed under the W3C(r) Software License [1] in the hope that
* it will be useful, but WITHOUT ANY WARRANTY; without even the implied
* warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.
*
* [1] http://www.w3.org/Consortium/Legal/2002/copyright-software-20021231