Citation
Chris Shaver, Marten Lohstroh. "Taxonomies of MoC's". Talk or presentation, 7, November, 2013; Presented at the 10th Biennial Ptolemy Miniconference.

Abstract
A Model of Computation (MoC) describes the permissible operations that constitute a computation, or more generally, the behavior of a system through the behavior of its constituting components. Intuitively explained, an MoC represents the "laws of physics" the components of a system are subject to. There exist many different MoC's, each having different properties that make them to a greater or lesser extent suitable for modeling particular systems. Especially for people who are interested in modeling (cyber-physical) systems, but are no expert in the research domain of MoC's, this poster gives a concise overview of some of the most common MoC's and their key properties.

Electronic downloads

• ModelsOfComputation.pdf · application/pdf · 3035 kbytes

• HTML

  Chris Shaver, Marten Lohstroh. <a
  href="http://chess.eecs.berkeley.edu/pubs/1034.html"><i>Taxonomies
  of MoC's</i></a>, Talk or presentation,  7,
  November, 2013; Presented at the <a
  href="http://ptolemy.eecs.berkeley.edu/conferences/13/"
  >10th Biennial Ptolemy Miniconference</a>.

• Plain text

  Chris Shaver, Marten Lohstroh. "Taxonomies of
  MoC's". Talk or presentation,  7, November, 2013;
  Presented at the <a
  href="http://ptolemy.eecs.berkeley.edu/conferences/13/"
  >10th Biennial Ptolemy Miniconference</a>.

• BibTeX

  @presentation{ShaverLohstroh13_TaxonomiesOfMoCs,
      author = {Chris Shaver and Marten Lohstroh},
      title = {Taxonomies of MoC's},
      day = {7},
      month = {November},
      year = {2013},
      note = {Presented at the <a
                href="http://ptolemy.eecs.berkeley.edu/conferences/13/"
                >10th Biennial Ptolemy Miniconference</a>.},
      abstract = {A Model of Computation (MoC) describes the
                permissible operations that constitute a
                computation, or more generally, the behavior of a
                system through the behavior of its constituting
                components. Intuitively explained, an MoC
                represents the "laws of physics" the components of
                a system are subject to. There exist many
                different MoC's, each having different properties
                that make them to a greater or lesser extent
                suitable for modeling particular systems.
                Especially for people who are interested in
                modeling (cyber-physical) systems, but are no
                expert in the research domain of MoC's, this
                poster gives a concise overview of some of the
                most common MoC's and their key properties.},
      URL = {http://chess.eecs.berkeley.edu/pubs/1034.html}
  }
  

Posted by Marten Lohstroh on 19 Nov 2013.
Groups: ptolemy
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