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I'm a researcher (sv. Forskarassistent) at the Theoretical Computer Science Laboratory,
Linköping University, Sweden. After receiving my PhD in June 2007 I spent one year as a postdoc in the
Algorithms and Optimization group at École Polytechnique, Paris.
My current research interests include complexity analysis of constraint problems, combinatorial designs (in particular Skolem-type sequences), and combinatorial optimization.
Email: gusno@ida.liu.se
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Current Teaching
TDDC95 Introduction to the Theory of Computation
Preprints
Trichotomies in the Complexity of Minimal Inference
Retractions to Pseudoforests
A Note on the Hardness of Skolem-type Sequences
Publications
Trichotomy in the Complexity of Minimal Inference
Frozen Boolean partial co-clones
Integer Programming with 2-Variable Equations and 1-Variable Inequalities
Introduction to the Maximum Solution Problem
Approximability of clausal constraints
What makes propositional abduction tractable
Max Ones generalised to larger domains
Perfect Skolem sets
The Maximum Solution Problem on Graphs
NP-completeness of generalized multi-Skolem sequences
Complexity Dichotomies for CSP-related Problems
Approximability of Integer Programming with Generalised Constraints
Generalised Integer Programming Based on Logically Defined Relations
The Complexity of Equivalence and Isomorphism of Systems of Equations over Finite Groups
Propositional Abduction is Almost Always Hard
A Trichotomy in the Complexity of Propositional Circumscription
The Complexity of Equivalence and Isomorphism of Systems of Equations over Finite Groups
The Complexity of Counting Solutions to Systems of Equations over Finite Semigroups
An Algebraic Approach to the Complexity of Propositional Circumscription
Generalization of Skolem Sequences
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