Adding Manual Rewrite Reasoners

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Revision as of 09:20, 14 September 2008 by imported>Son
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Manual rewrite Reasoners of this type apply a rewriting rule for a given formula (or sub-formula) in the goal or in one of the hypotheses. Hence beside the input sequent, reasoners of this type have an extra input to specify the location of the (sub-)formula where the rewriting should carry out. We take the example of which rewrites according to the following rules for implication.


  \begin{array}{rcl}
     \top \limp P & \Rightarrow & P \\
     P \limp \top & \Rightarrow & \top \\
     \bot \limp P & \Rightarrow & \top \\
     P \limp \bot & \Rightarrow & \neg P
  \end{array}

We can reuse some of the code that we already developed for the automatic rewrite reasoner.

Below are the step by step instructions to create an automatic rewrite reasoner:

Create the Reasoner

  • Create a new plug-in project, e.g. org.eventb.contributors.seqprover.implrewrites. Deselect the plug-in options for "Generating an activator" and "Contribution to the UI".
  • Add dependency on the project org.eventb.core.seqprover
  • Add an extension for org.eventb.core.seqprover.reasoners for our implication rewrite reasoner, e.g.
<extension point="org.eventb.core.seqprover.reasoners">
  <reasoner
    class="org.eventb.internal.contributors.seqprover.implrewrites.ManualRewrites"
    id="manualRewrites"
    name="%manualRewritesName"/>
</extension>

(add the key manualRewritesName to the plugin.properties accordingly).

  • Click on the class attribute of the newly created extension. A dialog appears for new class wizard.
  • The abstract implementation of this class is org.eventb.internal.core.seqprover.eventbExtensions.rewriters.AbstractManualRewrites. Choose this as the Superclass in the new class wizard. (For the moment, the class is internal within the project and subjected to be changed. Clients can make a copy of this class to develop their own implementation).
  • Finish the wizard and a new implementation for ManualRewrites class is created.
  • The implementation can be as follows: