Stem constructor$ (all stems)
48 papers:
- GPCE-2013-MartinME #reuse
- Template constructors for reusable object initialization (MM, MM, SE), pp. 43–52.
- ICALP-v2-2009-LagoM #on the #term rewriting #λ-calculus
- On Constructor Rewrite Systems and the λ-Calculus (UDL, SM), pp. 163–174.
- ICFP-2009-Voigtlander #functional #theorem
- Free theorems involving type constructor classes: functional pearl (JV), pp. 173–184.
- OOPSLA-2009-SaitoI
- Self type constructors (CS, AI), pp. 263–282.
- RTA-2009-Lopez-FraguasRS #semantics
- A Fully Abstract Semantics for Constructor Systems (FJLF, JRH, JSH), pp. 320–334.
- TLCA-2009-Petit #polymorphism #type system #λ-calculus
- A Polymorphic Type System for the λ-Calculus with Constructors (BP), pp. 234–248.
- FLOPS-2008-Vidal #linear #termination
- Termination of Narrowing in Left-Linear Constructor Systems (GV), pp. 113–129.
- RTA-2008-Schmidt-SchaussM #call-by #finite #nondeterminism #simulation #λ-calculus
- A Finite Simulation Method in a Non-deterministic Call-by-Need λ-Calculus with Letrec, Constructors, and Case (MSS, EM), pp. 321–335.
- TOOLS-EUROPE-2007-BonoK
- Modularizing constructors (VB, JDMK), pp. 297–397.
- ICSE-2007-StylosC #parametricity #usability
- Usability Implications of Requiring Parameters in Objects’ Constructors (JS, SC), pp. 529–539.
- CADE-2007-FalkeK #dependence
- Dependency Pairs for Rewriting with Non-free Constructors (SF, DK), pp. 426–442.
- PPDP-2006-GnaedigK #source code
- Computing constructor forms with non terminating rewrite programs (IG, HK), pp. 121–132.
- RTA-2006-ArbiserMR #λ-calculus
- A λ-Calculus with Constructors (AA, AM, AR), pp. 181–196.
- RTA-2006-WangS #decidability #linear #termination
- Decidability of Termination for Semi-constructor TRSs, Left-Linear Shallow TRSs and Related Systems (YW, MS), pp. 343–356.
- RTA-2005-NishidaSS #term rewriting
- Partial Inversion of Constructor Term Rewriting Systems (NN, MS, TS), pp. 264–278.
- CSL-2004-AbelM #fixpoint #recursion
- Fixed Points of Type Constructors and Primitive Recursion (AA, RM), pp. 190–204.
- RTA-2004-MitsuhashiOOY #confluence #problem #unification
- The Joinability and Unification Problems for Confluent Semi-constructor TRSs (IM, MO, YO, TY), pp. 285–300.
- CSMR-2003-NajjarCLM #object-oriented #refactoring
- The Role of Constructors in the Context of Refactoring Object-Oriented System (RN, SC, GL, KM), p. 111–?.
- SEKE-2003-Agren #concept #database #named #performance
- CHiC: A Fast Concept Hierarchy Constructor for Discrete or Mixed Mode Databases (OÅ), pp. 250–258.
- POPL-2003-XiCC #data type #recursion
- Guarded recursive datatype constructors (HX, CC, GC), pp. 224–235.
- RTA-2002-BaaderT
- Combining Decision Procedures for Positive Theories Sharing Constructors (FB, CT), pp. 352–366.
- PPDP-2001-Antoy
- Constructor-Based Conditional Narrowing (SA), pp. 199–206.
- PADL-2001-FlenerHK #compilation #constraints #programming
- Compiling High-Level Type Constructors in Constraint Programming (PF, BH, ZK), pp. 229–244.
- CSL-2001-Matthes #induction #rank
- Monotone Inductive and Coinductive Constructors of Rank 2 (RM), pp. 600–614.
- TLCA-2001-Jay #calculus #data type
- Distinguishing Data Structures and Functions: The Constructor Calculus and Functorial Types (CBJ), pp. 217–239.
- FoSSaCS-2000-BartheR #calculus #induction #type system
- Constructor Subtyping in the Calculus of Inductive Constructions (GB, FvR), pp. 17–34.
- ESOP-1999-BartheF #type system
- Constructor Subtyping (GB, MJF), pp. 109–127.
- RTA-1999-BaaderT #equation #problem #word
- Deciding the Word Problem in the Union of Equational Theories Sharing Constructors (FB, CT), pp. 175–189.
- RTA-1997-Dershowitz
- Innocuous Constructor-Sharing Combinations (ND), pp. 202–216.
- RTA-1996-ArtsG #termination
- Termination of Constructor Systems (TA, JG), pp. 63–77.
- PEPM-1995-DussartBV
- Polyvariant Constructor Specialisation (DD, EB, KDV), pp. 54–65.
- PLILP-1995-Jones #programming
- Programming with Constructor Classes (Abstract) (MPJ), p. 26.
- TLCA-1995-Springintveld #higher-order
- Third-Order Matching in the Presence of Type Constructors (JS), pp. 428–442.
- PEPM-1993-Mogensen
- Constructor Spezialization (TÆM), pp. 22–32.
- FME-1993-Ward #calculus #refinement #specification
- Adding Specification Constructors to the Refinement Calculus (NW), pp. 652–670.
- FPCA-1993-Jones #higher-order #morphism #polymorphism
- A System of Constructor Classes: Overloading and Implicit Higher-Order Polymorphism (MPJ), pp. 52–64.
- PLILP-1992-PenningsSV #evaluation #incremental #using
- Using Cached Functions and Constructors for Incremental Attribute Evaluation (MP, SDS, HV), pp. 130–144.
- CADE-1992-Kesner #order #orthogonal #term rewriting
- Free Sequentially in Orthogonal Order-Sorted Rewriting Systems with Constructors (DK), pp. 603–617.
- RTA-1991-MiddeldorpT
- Completeness of Combinations of Constructor Systems (AM, YT), pp. 188–199.
- FPCA-1989-Mauny #embedded #functional #parsing
- Parsers and Printers as Stream Destructors and Constructors Embedded in Functional Languages (MM), pp. 360–370.
- RTA-1989-SekarPR #execution #parallel #performance #term rewriting
- Transforming Strongly Sequential Rewrite Systems with Constructors for Efficient parallel Execution (RCS, SP, IVR), pp. 404–418.
- ICALP-1988-You #equation
- Outer Narrowing for Equational Theories Based on Constructors (JHY), pp. 727–741.
- ALP-1988-Moreno-NavarroR #functional #logic programming #named #programming language
- BABEL: A Functional and Logic Programming Language based on Constructor Discipline and Narrowing (JJMN, MRA), pp. 223–232.
- LICS-1987-GoguenM #algebra #multi #order
- Order-Sorted Algebra solves the Constructor-Selector, Multiple (JAG, JM), pp. 18–29.
- LICS-1986-JouannaudK #automation #equation #induction #proving
- Automatic Proofs by Induction in Equational Theories Without Constructors (JPJ, EK), pp. 358–366.
- VLDB-1985-JarkeLS #integration
- Data Constructors: On the Integration of Rules and Relations (MJ, VL, JWS), pp. 227–240.
- CADE-1984-Fribourg
- A Narrowing Procedure for Theories with Constructors (LF), pp. 259–281.
- POPL-1980-FriedmanW #programming
- An Indeterminate Constructor for Applicative Programming (DPF, DSW), pp. 245–250.