Last edited by Kekree
Friday, July 10, 2020 | History

2 edition of Reasoning with extended Venn-Pierce diagrammatic systems. found in the catalog.

Reasoning with extended Venn-Pierce diagrammatic systems.

Fernando Molina

Reasoning with extended Venn-Pierce diagrammatic systems.

by Fernando Molina

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Published .
Written in English


Edition Notes

Thesis (Ph.D.) - University of Brighton, 2001.

ContributionsUniversity of Brighton. School of Computing and Mathematical Science.
ID Numbers
Open LibraryOL18616289M


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Reasoning with extended Venn-Pierce diagrammatic systems by Fernando Molina Download PDF EPUB FB2

While diagrammatic specification languages may lack precision, they may, owing to their visual characteristics be a lucrative option for advocates of semi-formal specification techniques.

In this paper we investigate to what extent formal constructs, e.g. Z may be transformed into diagrammatic by: 3. enhance the semantics of the second Venn-Pierce system that Shin investigated (i.e., Venn-II, see [12] Chapter 4) to give lower bounds for the cardin ality of th e sets represent ed by the diagrams.

Full text of "UML the Unified Modeling Language: advancing the standard: third international conference, York, UK, Octoberproceedings" See other formats.

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