Egon Börger, Gerhard Jäger, Hans Kleine Büning, Simone Martini, Michael M. Richter
Proceedings of the Sixth Workshop on Computer Science Logic
CSL, 1992.
@proceedings{CSL-1992, address = "San Miniato, Italy", editor = "Egon Börger and Gerhard Jäger and Hans Kleine Büning and Simone Martini and Michael M. Richter", isbn = "3-540-56992-8", publisher = "{Springer-Verlag}", series = "{Lecture Notes in Computer Science}", title = "{Proceedings of the Sixth Workshop on Computer Science Logic}", volume = 702, year = 1992, }
Contents (26 items)
- CSL-1992-Aanderaa #turing machine
- A Universal Turing Machine (SA), pp. 1–4.
- CSL-1992-AanderaaJ #linear #logic #recursion
- Recursive Inseparability in Linear Logic (SA, HRJ), pp. 5–13.
- CSL-1992-ArtemovS #logic #proving
- The Basic Logic of Proofs (SNA, TS), pp. 14–28.
- CSL-1992-BaazZ #algorithm #proving
- Algorithmic Structuring of Cut-free Proofs (MB, RZ), pp. 29–42.
- CSL-1992-BehrendtCG #approximate #optimisation #problem
- Optimization Problems: Expressibility, Approximation Properties and Expected Asymptotic Growth of Optimal Solutions (TB, KJC, EG), pp. 43–60.
- CSL-1992-BentonBPH #linear #modelling #revisited #λ-calculus
- Linear λ-Calculus and Categorial Models Revisited (PNB, GMB, VdP, MH), pp. 61–84.
- CSL-1992-BerarducciB #normalisation #self #λ-calculus
- A Self-Interpreter of λ Calculus Having a Normal Form (AB, CB), pp. 85–99.
- CSL-1992-Bosse #fixpoint #game studies #logic
- An “Ehrenfeucht-Fraïssé Game” for Fixpoint Logic and Stratified Fixpoint Logic (UB), pp. 100–114.
- CSL-1992-Creignou #linear #problem #proving #satisfiability
- The Class of Problems that are Linear Equivalent to Satisfiability or a Uniform Method for Proving NP-Completeness (NC), pp. 115–133.
- CSL-1992-FernmullerL
- Model Building by Resolution (CGF, AL), pp. 134–148.
- CSL-1992-Fernando #comparative #semantics
- Comparative Transition System Semantics (TF), pp. 149–166.
- CSL-1992-Gavilanes-FrancoLR #higher-order #reasoning
- Reasoning with Higher Order Partial Functions (AGF, FLC, MRA), pp. 167–181.
- CSL-1992-GlavanR #algebra #communication #evolution
- Communicating Evolving Algebras (PG, DR), pp. 182–215.
- CSL-1992-Gonzalez-MorenoHR #functional #logic programming #on the #semantics
- On the Completeness of Narrowing as the Operational Semantics of Functional Logic Programming (JCGM, MTHG, MRA), pp. 216–230.
- CSL-1992-GradelO #finite #induction
- Inductive Definability with Counting on Finite Structures (EG, MO), pp. 231–247.
- CSL-1992-Grandjean #algorithm #linear #problem
- Linear Time Algorithms and NP-Complete Problems (EG), pp. 248–273.
- CSL-1992-GurevichH #c #programming language #semantics
- The Semantics of the C Programming Language (YG, JKH), pp. 274–308.
- CSL-1992-HonsellMST #formal method #functional
- A Theory of Classes for a Functional Language with Effects (FH, IAM, SFS, CLT), pp. 309–326.
- CSL-1992-Lautemann #logic #monad #problem
- Logical Definability of NP-Optimization Problems with Monadic Auxiliary Predicates (CL), pp. 327–339.
- CSL-1992-Marzetta #formal method
- Universes in the Theory of Types and Names (MM), pp. 340–351.
- CSL-1992-MitchellS
- Notes on Sconing and Relators (JCM, AS), pp. 352–378.
- CSL-1992-Schiermeyer #satisfiability
- Solving 3-Satisfiability in Less Then 1, 579n Steps (IS), pp. 379–394.
- CSL-1992-Smith #type system
- Kleene’s Slash and Existence of Values of Open Terms in Type Theory (JMS), pp. 395–402.
- CSL-1992-Stark #logic programming #source code
- Negation-Complete Logic Programs (RFS), pp. 403–409.
- CSL-1992-Stewart #bound #logic #polynomial #query
- Logical Characterization of Bounded Query Classes II: Polynomial-Time Oracle Machines (IAS), pp. 410–424.
- CSL-1992-Tyszkiewicz #higher-order #monad #on the
- On Asymptotic Probabilities of Monadic Second Order Properties (JT), pp. 425–439.
5 ×#logic
4 ×#linear
4 ×#problem
3 ×#proving
3 ×#semantics
2 ×#algorithm
2 ×#formal method
2 ×#functional
2 ×#higher-order
2 ×#logic programming
4 ×#linear
4 ×#problem
3 ×#proving
3 ×#semantics
2 ×#algorithm
2 ×#formal method
2 ×#functional
2 ×#higher-order
2 ×#logic programming