Prover Diagrams: Difference between revisions
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<h1>Entity Relationship Diagrams for the Prover Code</h1> | |||
<h1>Entity Relationship Diagrams for the Prover</h1> | |||
These diagrams describe the relationships between classes/interfaces - in terms of access to information in related classes. The diagrams are not fully descriptive like a UML class diagram, but contain sufficient information to begin to understand the structural relationships within the RODIN proof tool. The diagrams were produced as an aid to visualising these relationships in order to better understand the structure. | These diagrams describe the relationships between classes/interfaces - in terms of access to information in related classes. The diagrams are not fully descriptive like a UML class diagram, but contain sufficient information to begin to understand the structural relationships within the RODIN proof tool. The diagrams were produced as an aid to visualising these relationships in order to better understand the structure. | ||
<center> | |||
<gallery> | <gallery> | ||
Image:ProofStatus.png|Proof Status Diagram | Image:ProofStatus.png|Proof Status Diagram | ||
Image: | Image:ProofTree2.png|Proof Tree Diagram | ||
Image:UserSupportDiag.png|UserSupport Diagram | Image:UserSupportDiag.png|UserSupport Diagram | ||
Image:TacticRegistry.png | Tactic UI Registry Diagram | |||
</gallery> | </gallery> | ||
</center> | |||
[[Category:Design]] | |||
Latest revision as of 12:02, 12 August 2009
Entity Relationship Diagrams for the Prover Code
These diagrams describe the relationships between classes/interfaces - in terms of access to information in related classes. The diagrams are not fully descriptive like a UML class diagram, but contain sufficient information to begin to understand the structural relationships within the RODIN proof tool. The diagrams were produced as an aid to visualising these relationships in order to better understand the structure.
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Proof Status Diagram -
Proof Tree Diagram -
UserSupport Diagram -
Tactic UI Registry Diagram
