Browse through e-books

9th International Conference on Automated Deduction [1988]

1
First-order theorem proving using conditional rewrite rules
21
Elements of Z-module reasoning
41
Learning and applying generalised solutions using higher order resolution
61
Specifying theorem provers in a higher-order logic programming language
81
Query processing in quantitative logic programming
101
An environment for automated reasoning about partial functions
111
The use of explicit plans to guide inductive proofs
121
Logicalc: An environment for interactive proof development
131
Implementing verification strategies in the KIV-system
141
Checking natural language proofs
151
Consistency of rule-based expert systems
162
A mechanizable induction principle for equational specifications
182
Finding canonical rewriting systems equivalent to a finite set of ground equations in polynomial time
197
Towards efficient "knowledge-based" automated theorem proving for non-standard logics
218
Propositional temporal interval logic is PSPACE complete
238
Computational metatheory in Nuprl
258
Type inference in Prolog
278
Procedural interpretation of non-horn logic programs
294
Recursive query answering with non-horn clauses
313
Case inference in resolution-based languages
323
Notes on Prolog program transformations, Prolog style, and efficient compilation to the Warren abstract machine
333
Exploitation of parallelism in prototypical deduction problems
344
A decision procedure for unquantified formulas of graph theory
358
Adventures in associative-commutative unification (A summary)
368
Unification in finite algebras is unitary(?)
378
Unification in a combination of arbitrary disjoint equational theories
397
Partial unification for graph based equational reasoning
415
SATCHMO: A theorem prover implemented in Prolog
435
Term rewriting: Some experimental results
454
Analogical reasoning and proof discovery
469
Hyper-chaining and knowledge-based theorem proving
487
Linear modal deductions
500
A resolution calculus for modal logics
517
Solving disequations in equational theories
527
On word problems in Horn theories
538
Canonical conditional rewrite systems
550
Program synthesis by completion with dependent subtypes
563
Reasoning about systems of linear inequalities
573
A subsumption algorithm based on characteristic matrices
582
A restriction of factoring in binary resolution
592
Supposition-based logic for automated nonmonotonic reasoning
602
Argument-bounded algorithms as a basis for automated termination proofs
622
Two automated methods in implementation proofs
643
A new approach to universal unfication and its application to AC-unification
658
An implementation of a dissolution-based system employing theory links
675
Decision procedure for autoepistemic logic
685
Logical matrix generation and testing
694
Optimal time bounds for parallel term matching
704
Challenge equality problems in lattice theory
710
Single axioms in the implicational propositional calculus
714
Challenge problems focusing on equality and combinatory logic: Evaluating automated theorem-proving programs
730
Challenge problems from nonassociative rings for theorem provers
735
An interactive enhancement to the Boyer-Moore theorem prover
737
A goal directed theorem prover
738
m-NEVER system summary
740
EFS — An interactive Environment for Formal Systems
742
Ontic: A knowledge representation system for mathematics
744
Some tools for an inference laboratory (ATINF)
746
Quantlog: A system for approximate reasoning in inconsistent formal systems
748
LP: The larch prover
750
The KLAUS automated deduction system
752
A Prolog technology theorem prover
754
λProlog: An extended logic programming language
756
SYMEVAL: A theorem prover based on the experimental logic
758
ZPLAN: An automatic reasoning system for situations
760
The TPS theorem proving system
762
MOLOG: A modal PROLOG
764
PARTHENON: A parallel theorem prover for non-horn clauses
766
An nH-Prolog implementation
768
RRL: A rewrite rule laboratory
770
Geometer: A theorem prover for algebraic geometry
772
Isabelle: The next seven hundred theorem provers
774
The CHIP system : Constraint handling in Prolog
Feedback