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20092026
most citedOntology-based Data Access: A Study through Disjunctive Datalog, CSP, and MMSNP

55 citations · 114 across the 15 of their papers we have counts for

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13 papers · 1 filter

cs.LO2026

Fitting and Learning Basis-Restricted Propositional Formulas

Balder ten Cate

For a finite set of Boolean functions, we consider the class of propositional formulas built using the functions in as connectives. We determine, for each possible choice o…

cs.LO2026

Characterizing LTL Formulas by Examples (full version)

Balder ten Cate, Dana Fisman, Roi Ohayon +1

We investigate the extent to which Linear Temporal Logic (LTL) formulas can be uniquely characterized by a finite set of labeled examples. We consider different types of examples,…

cs.LO2025

The Size of Interpolants in Modal Logics

Balder ten Cate, Louwe Kuijer, Frank Wolter

We start a systematic investigation of the size of Craig interpolants, uniform interpolants, and strongest implicates for (quasi-)normal modal logics. Our main upper bound states t…

cs.LO2023

Craig Interpolation for Decidable First-Order Fragments

Balder ten Cate, Jesse Comer

We show that the guarded-negation fragment is, in a precise sense, the smallest extension of the guarded fragment with Craig interpolation. In contrast, we show that full first-ord…

cs.LO2023★ 1 cited

Preservation theorems for Tarski's relation algebra

Bart Bogaerts, Balder ten Cate, Brett McLean +1

We investigate a number of semantically defined fragments of Tarski's algebra of binary relations, including the function-preserving fragment. We address the question whether they…

cs.LO2023

Craig Interpolation for Guarded Fragments

Balder ten Cate, Jesse Comer

We show that the guarded-negation fragment (GNFO) is, in a precise sense, the smallest extension of the guarded fragment (GFO) with Craig interpolation. In contrast, %we show that…

cs.LO2023

Characterising Modal Formulas with Examples

Balder ten Cate, Raoul Koudijs

We study the existence of finite characterisations for modal formulas. A finite characterisation of a modal formula is a finite collection of positive and negative examples tha…

cs.LO2022

Characterising Modal Formulas with Examples

Balder ten Cate, Raoul Koudijs

We initiate the study of finite characterizations and exact learnability of modal languages. A finite characterization of a modal formula w.r.t. a set of formulas is a finite set o…

cs.LO2022

Local Dependence and Guarding

Johan van Benthem, Balder ten Cate, Raoul Koudijs

We study LFD, a base logic of functional dependence introduced by Baltag and van Benthem (2021) and its connections with the guarded fragment GF of first-order logic. Like other lo…

cs.LO2020

Conjunctive Queries: Unique Characterizations and Exact Learnability

Balder ten Cate, Victor Dalmau

We answer the question which conjunctive queries are uniquely characterized by polynomially many positive and negative examples, and how to construct such examples efficiently. As…

cs.LO2013★ 28 cited

Unary negation

Luc Segoufin, Balder ten Cate

We study fragments of first-order logic and of least fixed point logic that allow only unary negation: negation of formulas with at most one free variable. These logics generalize…

cs.LO2012★ 4 cited

Complete Axiomatizations of Fragments of Monadic Second-Order Logic on Finite Trees

Amélie Gheerbrant, Balder ten Cate

We consider a specific class of tree structures that can represent basic structures in linguistics and computer science such as XML documents, parse trees, and treebanks, namely, f…

cs.LO2009★ 19 cited

Lindstrom theorems for fragments of first-order logic

Johan van Benthem, Balder ten Cate, Jouko Vaananen

Lindström theorems characterize logics in terms of model-theoretic conditions such as Compactness and the Löwenheim-Skolem property. Most existing characterizations of this kind co…