Nov 28, 2007 · In this note, we focus on efficiently identifying all overlap classes in O(n+\sum_{i=1}^m |X_i|) time. We thus revisit the clever algorithm of ...

Oct 31, 2008 · In this note, we focus on efficiently identifying all overlap classes in O ( n + ∑ i = 1 m | X i | ) time.

Let V be a finite set of n elements and F = {X1, X2,..., Xm} a family of m subsets of V. Two sets Xi and X j of F overlap if Xi ∩ X j = ∅, X j \ Xi = ∅ ...

In this note, we focus on efficiently identifying all overlap classes in $O(n+\sum_{i=1}^m |X_i|)$ time. We thus revisit the clever algorithm of Dahlhaus of ...

This note focuses on efficiently identifying all overlap classes in O(n + ∑m i=1 |Xi|) time and revisits the clever algorithm of Dahlhaus of which it is ...

The main computational insight is that although the overlap graph of F can be of quadratic size, overlap components can be computed in O(F) time. ...

In this note, we focus on efficiently identifying all overlap classes in O(n+@__ __"i"="1^m|X"i|) time. We thus revisit the clever algorithm of Dahlhaus [E.

In this note, we focus on efficiently identifying all overlap classes in O(n+∑mi=1|Xi|) time. We thus revisit the clever algorithm of Dahlhaus of which we give ...

It is argued that galled networks (a generalization of galled trees) provide a good trade-off between level of generality and tractability and solve the ...

Pierre Charbit, Michel Habib , Vincent Limouzy, Fabien de Montgolfier, Mathieu Raffinot, Michaël Rao: A Note On Computing Set Overlap Classes.