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20012026
most citedApproximating the satisfiability threshold for random k-XOR-formulas

8 citations · 21 across the 12 of their papers we have counts for

collaborators

16 papers

cs.CC2026

From FPT Decision to FPT Enumeration

Nadia Creignou, Timo Camillo Merkl, Reinhard Pichler +1

Fixed-parameter tractable (FPT) algorithms have been successfully applied to many intractable problems -- with a focus on decision and optimization problems. Their aim is to confin…

cs.DS2024

On the enumeration of signatures of XOR-CNF's

Nadia Creignou, Oscar Defrain, Frédéric Olive +1

Given a CNF formula with clauses over a set of variables , a truth assignment generates a binary sequence $σ_φ(\mathbf{a})=(C…

cs.CC2023★ 1 cited

Complexity of Reasoning with Cardinality Minimality Conditions

Nadia Creignou, Frédéric Olive, Johannes Schmidt

Many AI-related reasoning problems are based on the problem of satisfiability of propositional formulas with some cardinality-minimality condition. While the complexity of the sati…

cs.CC2022

Enumeration Classes Defined by Circuits

Nadia Creignou, Arnaud Durand, Heribert Vollmer

We refine the complexity landscape for enumeration problems by introducing very low classes defined by using Boolean circuits as enumerators. We locate well-known enumeration probl…

cs.CC2016

A Complexity Theory for Hard Enumeration Problems

Nadia Creignou, Markus Kröll, Reinhard Pichler +2

Complexity theory provides a wealth of complexity classes for analyzing the complexity of decision and counting problems. Despite the practical relevance of enumeration problems, t…

cs.AI2014

Belief merging within fragments of propositional logic

Nadia Creignou, Odile Papini, Stefan Rümmele +1

Recently, belief change within the framework of fragments of propositional logic has gained increasing attention. Previous works focused on belief contraction and belief revision o…