Difference between revisions of "Meta language"

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{{WikiEntry|key=Meta language|qCode=36054}} is a class of language designed to model other languages. According to [[Category Theory]], all data content can be encoded using [[ordered relation]]s (arrows).
{{WikiEntry|key=Meta language|qCode=36054}} is a class of language designed to model other languages. According to [[Category Theory]], all data content can be encoded using [[ordered relation]]s (arrows). The following publications explains the features and applications of meta languages<ref>{{:Thesis/A Meta-language for Systems Architecting}}</ref><ref>{{:Paper/Algebra of Systems}}</ref><ref>{{:Thesis/The Algebra of Open and Interconnected Systems}}</ref>.
 
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Revision as of 03:07, 8 March 2022

Meta language(Q36054) is a class of language designed to model other languages. According to Category Theory, all data content can be encoded using ordered relations (arrows). The following publications explains the features and applications of meta languages[1][2][3].

References

  1. Koo, Hsueh-Yung Benjamin (31 Jan 2005). A Meta-language for Systems Architecting (PDF) (Ph.D.). local page: MIT. Retrieved July 18, 2021. 
  2. Koo, Hsueh-Yung Benjamin; Simmons, Willard; Crawley, Edward (Nov 16, 2021). "Algebra of Systems as a Meta Language for Model Synthesis and Analysis" (PDF). local page: IEEE TRANSACTIONS ON SYSTEMS, MAN, AND CYBERNETICS. 
  3. Fong, Brendan (2016). The Algebra of Open and Interconnected Systems (PDF) (Ph.D.). local page: University of Oxford. Retrieved October 15, 2021. 

Related Pages