A generalized computational model based on graph rewriting is presented along with Dactl, an associated compiler target (intermediate) language. An illustration of the capability of graph rewriting to model a variety of computational formalisms is presented by showing how some examples written originally in a number of languages can be described as graph rewriting transformations using Dactl notation. This is followed by a formal presentation of the Dactl model before giving a formal definition of the syntax and semantics of the language. Some implementation issues are also discussed.

References in zbMATH (referenced in 25 articles , 1 standard article )

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  1. Antoy, Sergio; Jost, Andy: Compiling collapsing rules in certain constructor systems (2015)
  2. Zerny, Ian: On graph rewriting, reduction, and evaluation in the presence of cycles (2013)
  3. Danvy, Olivier; Zerny, Ian: Three syntactic theories for combinatory graph reduction (2011)
  4. Crégut, Pierre: Strongly reducing variants of the Krivine abstract machine (2007)
  5. Drewes, Frank; Hoffmann, Berthold; Plump, Detlef: Hierarchical graph transformation (2002)
  6. Habel, Annegret; Plump, Detlef: Computational completeness of programming languages based on graph transformation (2001)
  7. Panangaden, P.; Verbrugge, C.: Generating irregular partitionable data structures (2000)
  8. Andries, Marc; Engels, Gregor; Habel, Annegret; Hoffmann, Berthold; Kreowski, Hans-Jörg; Kuske, Sabine; Plump, Detlef; Schürr, Andy; Taentzer, Gabriele: Graph transformation for specification and programming (1999)
  9. Kreowski, Hans-Jörg; Kuske, Sabine: Graph transformation units with interleaving semantics (1999)
  10. Banach, R.: MONSTR I -- Fundamental issues and the design of MONSTR (1998)
  11. Banach, R.: MONSTR II -- suspending semantics and independence (1997)
  12. Fu, James Jianghai: Directed graph pattern matching and topological embedding (1997)
  13. Glauert, John: Object graph rewriting: An experimental parallel implementation (1997)
  14. Ariola, Zena M.: Relating graph and term rewriting via Böhm models (1996)
  15. Banach, R.: Transitive term graph rewriting (1996)
  16. Ariola, Zena M.; Arvind: Properties of a first-order functional language with sharing (1995)
  17. Banach, R.: Term graph rewriting and garbage collection using opfibrations (1994)
  18. Bolton, David; Hankin, Chris; Kelly, Paul H. J.: An operational semantics for paragon: A design notation for parallel architectures (1991)
  19. Glauert, J. R. W.; Kennaway, J. R.; Sleep, M. R.: Dactl: An experimental graph rewriting language. (1991) ioport
  20. Kennaway, Richard: Graph rewriting in some categories of partial morphisms (1991)

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