activity
20022024
most citedRetractions of Types with Many Atoms

9 citations · 14 across the 4 of their papers we have counts for

collaborators

5 papers

cs.LO2024

Between proof construction and SAT-solving

Aleksy Schubert, Paweł Urzyczyn, Konrad Zdanowski

The classical satisfiability problem (SAT) is used as a natural and general tool to express and solve combinatorial problems that are in NP. We postulate that provability for impli…

cs.LO2018

First-order answer set programming as constructive proof search

Aleksy Schubert, Paweł Urzyczyn

We propose an interpretation of the first-order answer set programming (FOASP) in terms of intuitionistic proof theory. It is obtained by two polynomial translations between FOASP…

cs.LO2016★ 3 cited

On the Mints Hierarchy in First-Order Intuitionistic Logic

Aleksy Schubert, Paweł Urzyczyn, Konrad Zdanowski

We stratify intuitionistic first-order logic over into fragments determined by the alternation of positive and negative occurrences of quantifiers (Mints hierarchy)…

cs.SE2013★ 2 cited

Using Inhabitation in Bounded Combinatory Logic with Intersection Types for Composition Synthesis

Boris Düdder, Oliver Garbe, Moritz Martens +2

We describe ongoing work on a framework for automatic composition synthesis from a repository of software components. This work is based on combinatory logic with intersection type…

cs.LO2002★ 9 cited

Retractions of Types with Many Atoms

Laurent Regnier, Pawel Urzyczyn

We define a sound and complete proof system for affine beta-eta-retractions in simple types built over many atoms, and we state simple necessary conditions for arbitrary beta-eta-r…