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CSP stands for the constraint satisfaction problem.
4
votes
Accepted
When is hypertree width more useful than generalized hypertree width?
Now, if you perform the join of the guards inside each bag of the (fractional / generalized) hw decomposition then you get a new CSP / Databases that is $\alpha$-acyclic. … Moreover, each new relation is of XP size in the original DB/CSP. Now if you can rewrite your problem on this new database, this directly give you an XP algorithm for fhw.
[1] I. Adler, G. …
3
votes
On motivation towards study of width parameters beyond treewidth
It is not hard to see that if a class of queries has arity bounded by $a$ and hypertree width bouded by $k$, then it will also have treewidth bounded by $a\cdot k$. Indeed, any bag in a hypertree deco …