We review the notion of hypertree width, a measure of the degree of cyclicity of hypergraphs that is useful for identifying and solving efficiently easy instances of hard problems, by exploiting their structural properties. Indeed, a number of relevant problems from different areas, such as database theory, artificial intelligence, and game theory, are tractable when their underlying hypergraphs have small (i.e., bounded by some fixed constant) hypertree width. In particular, we describe how this notion may be used for identifying tractable classes of database queries and answering such queries in an efficient way
AbstractWe study the notion of hypertree width of hypergraphs. We prove that, up to a constant facto...
AbstractSeveral important decision problems on conjunctive queries (CQs) are NP-complete in general ...
We study the notion of hypertree-width of hypergraphs. We prove that, up to a constant factor, hyper...
We review the notion of hypertree width, a measure of the degree of cyclicity of hypergraphs that is...
Fra tional hypertree width is a hypergraph measure similar to tree width and hypertree width. Its al...
In the study of computational complexity, we search for lower and upper bounds for the effort – be i...
AbstractSeveral important decision problems on conjunctive queries (CQs) are NP-complete in general ...
The chapter covers methods for identifying islands of tractability for NP-hard combi-natorial proble...
Abstract We review the concepts of hypertree decomposition and hypertree width from a graph theo-ret...
An important question in the study of constraint satisfaction problems (CSP) is understanding how th...
Abstract We review the concepts of hypertree decomposition and hypertree width from a graph theoreti...
AbstractIn a previous paper (J. Comput. System Sci. 64 (2002) 519), the authors introduced the notio...
An important question in the study of constraint satisfaction problems (CSP) is understanding how th...
We study the tractability of conjunctive query answering for queries with unbounded arity. It is wel...
AbstractHypertree width is a measure of the degree of cyclicity of hypergraphs. A number of relevant...
AbstractWe study the notion of hypertree width of hypergraphs. We prove that, up to a constant facto...
AbstractSeveral important decision problems on conjunctive queries (CQs) are NP-complete in general ...
We study the notion of hypertree-width of hypergraphs. We prove that, up to a constant factor, hyper...
We review the notion of hypertree width, a measure of the degree of cyclicity of hypergraphs that is...
Fra tional hypertree width is a hypergraph measure similar to tree width and hypertree width. Its al...
In the study of computational complexity, we search for lower and upper bounds for the effort – be i...
AbstractSeveral important decision problems on conjunctive queries (CQs) are NP-complete in general ...
The chapter covers methods for identifying islands of tractability for NP-hard combi-natorial proble...
Abstract We review the concepts of hypertree decomposition and hypertree width from a graph theo-ret...
An important question in the study of constraint satisfaction problems (CSP) is understanding how th...
Abstract We review the concepts of hypertree decomposition and hypertree width from a graph theoreti...
AbstractIn a previous paper (J. Comput. System Sci. 64 (2002) 519), the authors introduced the notio...
An important question in the study of constraint satisfaction problems (CSP) is understanding how th...
We study the tractability of conjunctive query answering for queries with unbounded arity. It is wel...
AbstractHypertree width is a measure of the degree of cyclicity of hypergraphs. A number of relevant...
AbstractWe study the notion of hypertree width of hypergraphs. We prove that, up to a constant facto...
AbstractSeveral important decision problems on conjunctive queries (CQs) are NP-complete in general ...
We study the notion of hypertree-width of hypergraphs. We prove that, up to a constant factor, hyper...