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APPENDIX C. FORMAL SPECIFICATIONS OF TRANSFORMATIONS AccessResult getAccessObsOptVEL(idset, ovel, et, func, trans) ≡ case ovel of ValueExprList(vel) → getAccessObsList(idset, vel, et, func, trans), NoValueExprList → mk_AccessResult(〈〉, idset) end, /∗Returns an access list of the values of types of interest read from during evaluation of an optional value expression pair list.∗/ /∗ Arguments: ======= idset: the functions already evaluated ovel: the optional value expression pair list et: the expected type of the optional value expression pair list Result: ======= AccessResult: the corresponding access result ∗/ getAccessObsOptVEPL : Id-set × OptionalValueExprPairList × MapType × FUNC × TRANS → AccessResult getAccessObsOptVEPL(idset, ovel, et, func, trans) ≡ case ovel of ValueExprPairList(vel) → getAccessObsListList( idset, pairListToList(vel), pairListToTypeList(vel, et), func, trans), NoValueExprPairList → mk_AccessResult(〈〉, idset) end, /∗Turns a value expression pair list into a value expression list.∗/ /∗ Arguments: ======= vepl: the value expression pair list Result: ======= 256
C.1. FORMAL SPECIFICATION OF THE TRANSFORMER ValueExpr_list: the resulting value expression list ∗/ pairListToList : ValueExprPair ∗ → ValueExpr ∗ pairListToList(vepl) ≡ if vepl = 〈〉 then 〈〉 else 〈first(hd vepl), second(hd vepl)〉 pairListToList(tl vepl) end, /∗Turns a value expression pair list into an expected type list.∗/ /∗ Arguments: ======= vepl: the value expression pair list et: the expected type of the value expression pair Result: ======= ValueExpr_list: the resulting value expression list ∗/ pairListToTypeList : ValueExprPair ∗ × MapType → ExpType ∗ pairListToTypeList(vepl, et) ≡ if vepl = 〈〉 then 〈〉 else 〈tedom(et), terange(et)〉 pairListToTypeList(tl vepl, et) end, /∗Returns the constituent value expression of an optional restriction if any.∗/ /∗ Arguments: ======= or: the optional restriction Result: ======= ValueExpr_list: the resulting value expression list ∗/ 257
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Transformation of Applicative Speci
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Resumé RAISE udviklingsmetoden er
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viii
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CONTENTS 6.4.3 Transforming Value E
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CONTENTS 12.2.4 Interactive Transfo
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LIST OF FIGURES xvi
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CHAPTER 1. INTRODUCTION This stepwi
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CHAPTER 1. INTRODUCTION 1. Formulat
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CHAPTER 1. INTRODUCTION 1.7 Content
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CHAPTER 2. GENERAL IDEA end value e
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CHAPTER 2. GENERAL IDEA • In the
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CHAPTER 2. GENERAL IDEA value incre
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CHAPTER 3. TERMINOLOGY Expected Typ
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CHAPTER 3. TERMINOLOGY Example 3.5
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CHAPTER 3. TERMINOLOGY 18
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CHAPTER 4. CONSTRAINTS further deve
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CHAPTER 4. CONSTRAINTS of interest.
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CHAPTER 4. CONSTRAINTS 24
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CHAPTER 5. TRANSFORMABILITY scheme
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CHAPTER 5. TRANSFORMABILITY 28
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CHAPTER 6. TRANSFORMATIONS 6.2.1 Tr
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CHAPTER 6. TRANSFORMATIONS Example
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CHAPTER 6. TRANSFORMATIONS Applicat
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CHAPTER 6. TRANSFORMATIONS object A
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CHAPTER 6. TRANSFORMATIONS type T =
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CHAPTER 6. TRANSFORMATIONS where ge
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CHAPTER 6. TRANSFORMATIONS Ranged s
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CHAPTER 6. TRANSFORMATIONS ✄ end
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CHAPTER 6. TRANSFORMATIONS Value In
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CHAPTER 6. TRANSFORMATIONS ✄ sche
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CHAPTER 6. TRANSFORMATIONS A case e
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CHAPTER 6. TRANSFORMATIONS is due t
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CHAPTER 6. TRANSFORMATIONS 6.4.4 Tr
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CHAPTER 6. TRANSFORMATIONS 56
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CHAPTER 7. CORRECTNESS OF TRANSFORM
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CHAPTER 8. SPECIFICATIONS The rewri
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CHAPTER 8. SPECIFICATIONS RSL speci
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CHAPTER 8. SPECIFICATIONS The FUNC
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CHAPTER 8. SPECIFICATIONS out, that
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CHAPTER 8. SPECIFICATIONS construct
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CHAPTER 8. SPECIFICATIONS 8.4.1 Mor
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CHAPTER 8. SPECIFICATIONS PRECOND_T
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CHAPTER 8. SPECIFICATIONS if length
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CHAPTER 8. SPECIFICATIONS subtypes.
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CHAPTER 8. SPECIFICATIONS 8.5.2 Cha
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CHAPTER 8. SPECIFICATIONS axiom [ m
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CHAPTER 8. SPECIFICATIONS Specifica
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CHAPTER 8. SPECIFICATIONS the lack
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CHAPTER 9. IMPLEMENTATION OF THE TR
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CHAPTER 10. EXAMPLES OF TRANSFORMAT
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CHAPTER 11. TEST 11.1.1 Lexer and P
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CHAPTER 11. TEST An overview of the
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CHAPTER 12. POSSIBLE EXTENSIONS OF
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CHAPTER 13. CONCLUSION RSL AST and
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CHAPTER 13. CONCLUSION 132
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BIBLIOGRAPHY [ST02] Donald Sannello
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APPENDIX A. USING AND EXTENDING THE
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APPENDIX A. USING AND EXTENDING THE
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APPENDIX B. CONTENTS OF CD-ROM 140
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APPENDIX C. FORMAL SPECIFICATIONS O
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APPENDIX D. SPECIFICATION OF TRANSF
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APPENDIX E. ANTLR GRAMMAR END = "en
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APPENDIX E. ANTLR GRAMMAR ; d = d e
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APPENDIX E. ANTLR GRAMMAR ; } ( com
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APPENDIX E. ANTLR GRAMMAR ; ) ∗ }
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APPENDIX E. ANTLR GRAMMAR ; } else
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APPENDIX E. ANTLR GRAMMAR prod_bind
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APPENDIX E. ANTLR GRAMMAR ; | | | |
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APPENDIX E. ANTLR GRAMMAR ; | NAT {
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APPENDIX E. ANTLR GRAMMAR ; { ve3 =
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APPENDIX E. ANTLR GRAMMAR ( | RPARE
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APPENDIX E. ANTLR GRAMMAR new RSLLi
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APPENDIX E. ANTLR GRAMMAR infix_op_
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APPENDIX E. ANTLR GRAMMAR : v l = v
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APPENDIX E. ANTLR GRAMMAR } t e s t
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APPENDIX E. ANTLR GRAMMAR } : ’ .
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APPENDIX E. ANTLR GRAMMAR 508
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APPENDIX F. SOURCE CODE System . e
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APPENDIX F. SOURCE CODE } } catch (
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APPENDIX F. SOURCE CODE F.2 Visitor
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APPENDIX F. SOURCE CODE public void
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APPENDIX F. SOURCE CODE StringRSLAs
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APPENDIX F. SOURCE CODE } nameOrWil
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APPENDIX F. SOURCE CODE } public vo
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APPENDIX F. SOURCE CODE } r e s u l
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APPENDIX F. SOURCE CODE } } public
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APPENDIX F. SOURCE CODE } v a l u e
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APPENDIX F. SOURCE CODE } r e s u l
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APPENDIX F. SOURCE CODE } } r e s u
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APPENDIX G. TEST RESULTS continued
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