Abstract
Many combinatorial problems can be naturally expressed as constraint satisfaction problems. This class of problems is known to be NP-hard in general, but a number of restrictions of the general problem have been identified which ensure tractability. This paper introduces a method of combining two or more tractable classes over disjoint domains, in order to synthesise larger, more expressive tractable classes. We demonstrate that the classes so obtained are genuinely novel, and have not been previously identified. In addition, we use algebraic techniques to extend the tractable classes which we identify, and to show that the algorithms for solving these extended classes can be less than obvious.
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