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The values of attributes can be indexed, and the use of multiple indexes provides access points for traversal algorithms to be applied. Traversal algorithms can be as simple as Manchester Syntax, or even much simpler than that using basic graph language, or as complicated as a software class module. 

Template Representations

Attributed Graph A-TupleImage Added
Attributed Graph A-Tuple with D-Tuple on InsertImage Added

 

Attributed Graph A-Tuples with D-Tuples on ChangeImage Added

Planned Neo4J Model Images

  1. A & D, asserted and recorded by A1 @ t1
  2. A & D, asserted by A1 @ t1, recorded by A2 @ t2
  3. A & D, Error Type A1
  4. PtoP & D, asserted and recorded by A1 @ t1
  5. PtoP & D, Error Type U1
  6. PtoU & D, asserted and recorded by A1 @ t1
  7. Toy Onto New Instance
  8. Toy Onto Changed Data