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20082026
most citedTree-width for first order formulae

7 citations · 26 across the 17 of their papers we have counts for

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6 papers · 1 filter

cs.LO2026

Constant time testability of first-order logic with modulo counting on finitary graphs

Isolde Adler, Jenny Stimpson

This paper studies algorithmic meta theorems for property testing with \emph{constant running time} in the bounded degree model. In (Adler, Harwath 2018) it was shown that on graph…

cs.LO2023

On Testability of First-Order Properties in Bounded-Degree Graphs and Connections to Proximity-Oblivious Testing

Isolde Adler, Noleen Köhler, Pan Peng

We study property testing of properties that are definable in first-order logic (FO) in the bounded-degree graph and relational structure models. We show that any FO property that…

cs.LO2020

Faster Property Testers in a Variation of the Bounded Degree Model

Isolde Adler, Polly Fahey

Property testing algorithms are highly efficient algorithms, that come with probabilistic accuracy guarantees. For a property P, the goal is to distinguish inputs that have P from…

cs.LO2020

On Testability of First-Order Properties in Bounded-Degree Graphs

Isolde Adler, Noleen Köhler, Pan Peng

We study property testing of properties that are definable in first-order logic (FO) in the bounded-degree graph and relational structure models. We show that any FO property that…

cs.LO2012★ 7 cited

Tree-width for first order formulae

Isolde Adler, Mark Weyer

We introduce tree-width for first order formulae ϕ, fotw(ϕ). We show that computing fotw is fixed-parameter tractable with parameter fotw. Moreover, we show that on classes of form…

cs.LO2008

A note on clique-width and tree-width for structures

Hans Adler, Isolde Adler

We give a simple proof that the straightforward generalisation of clique-width to arbitrary structures can be unbounded on structures of bounded tree-width. This can be corrected b…