Algebraic structures in combinatorial problems
By Peter G. Jeavons. 2001
81 citations recorded by the source corpus.
View Paper: https://www.semanticscholar.org/paper/be53a02a2b606fda1082976ffd86d7376a3b855e
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Citations in the corpus
- Bounded width problems and algebras (2007, methodology): “It follows from results in [11] and [9] that if a finite algebra A is locally tractable then so is every finite algebra in V(A).”
- A Dichotomy Theorem for Nonuniform CSPs (2017, background): “The hardness part of this theorem is proved in [25]; the equivalence of (2) and (3) was proved in [24] and [52].”
- Existence theorems for weakly symmetric operations (2008, background): “10 show that (2) and (3) are equivalent.”
- Combinatorial problems raised from 2-semilattices (2006, methodology): “The latter approach has been developed in [6,9], and allows one to parameterize subclasses of the CSP over a finite set of values by finite algebras such that the complexity of a subclass is completely determined by the properties of the corresponding algebra.”