activity
20122024
most citedOn the Mints Hierarchy in First-Order Intuitionistic Logic

3 citations · 4 across the 7 of their papers we have counts for

collaborators

9 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.PL2021

On non-structural subtype entailment

Aleksy Schubert

We prove that the non-structural subtype entailment problem for finite and regular type expressions is in PSPACE. In this way we close a decidability and complexity gap pending sin…

cs.LO2018

Formalisation of a frame stack semantics for a Java-like language

Aleksy Schubert, Jacek Chrząszcz

We present a Coq formalisation of the small-step operational semantics of Jafun, a small Java-like language with classes. This format of semantics makes it possible to naturally sp…

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.LO2016

Automata Theory Approach to Predicate Intuitionistic Logic

Maciej Zielenkiewicz, Aleksy Schubert

Predicate intuitionistic logic is a well established fragment of dependent types. According to the Curry-Howard isomorphism proof construction in the logic corresponds well to synt…