(Enter summary)
Abstract: This paper investigates data refinement by forward simulation for specifications
whose semantics is given by partial relations. The most well-known
example of such a semantics is that for Z. The standard model-theoretic approach
is based on totalisation and lifting. The paper examines this model, exploring
and isolating the precise roles played by lifting and totalisation in the standard
account by introducing a simpler, normative theory of forward simulation data
refinement... (Update)
Cited by: More
Modular reasoning in Z: scrutinising monotonicity and.. - Deutsch, Henson, Reeves (2004)
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1.4: Four Theories for Backward Simulation Data-Refinement - Deutsch, Henson (2003)
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1.1: An Analysis of Total Correctness Refinement Models for.. - Deutsch, Henson (2003)
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1.0: Operation Refinement and Monotonicity in the Schema Calculus - Deutsch, Henson, Reeves (2003)
(Correct)
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0.4: An analysis of operation refinement in Z - Deutsch, Henson, Reeves (2002)
(Correct)
0.4: Six theories of operation refinement for partial relation.. - Martin Henson Steve (2002)
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0.3: The Standard Logic of Z is Inconsistent - Henson (1998)
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2: Operation Refinement and Monotonicity in the Schema Calculus
- Deutsch, Henson et al. - 2003
2: An analysis of total correctness refinement models for partial relation semantic..
- Deutsch, Henson et al. - 2001
BibTeX entry: (Update)
M. Deutsch and M. C. Henson. An Analysis of Forward Simulation Data Refinement. In ZB 2003 [12], pages 148--167. http://citeseer.ist.psu.edu/article/deutsch03analysis.html More
@misc{ deutsch03analysis,
author = "M. Deutsch and M. Henson",
title = "An Analysis of Forward Simulation Data Refinement",
text = "M. Deutsch and M. C. Henson. An Analysis of Forward Simulation Data Refinement.
In ZB 2003 [12], pages 148--167.",
year = "2003",
url = "citeseer.ist.psu.edu/article/deutsch03analysis.html" }
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Operation refinement and monotonicity in the schema calculus
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