The minimal function graph semantics of Jones and Mycroft is
a standard denotational semantics modified to include only
`reachable' parts of a program. We show that it may be
expressed directly in terms of the
standard semantics without the need for instrumentation at
the expression level and, in doing so,
bring out a connection with strictness.
This also makes it possible to prove a stronger theorem of
correctness for the minimal function graph semantics.
| Original language | English |
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| Title of host publication | WSA'92 Workshop on Static Analysis |
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| Editors | M Billaud, P Casteran, MM Corsini, K Musumbu, A Rauzy |
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| Number of pages | 8 |
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| Place of Publication | Bordeaux, France |
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| Publisher | IRISA |
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| Publication date | 1992 |
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| Pages | 60-67 |
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| Publication status | Published - 1992 |
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| Series | Bigre |
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| Volume | 81-82 |
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| ISSN | 0221-5225 |
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