We present the first ever algorithm for solving unrestricted dominance graphs. The algorithm extends existing polynomial solvers for restricted classes of dominance graphs, which are not sufficient to model newer theories of scope ambiguity. Using the new solver, these theories now have access to an efficient solver for the first time. The solver runs in cubic time; for those graph classes that could be solved in the past, the runtime is reduced to the same quadratic time that the most efficient previous solvers achieved
Given a \emph{graph} $G = (V, E)$, a subset $D \subseteq V$ is called a \emph{dominating set} if eac...
This PhD thesis studies exact exponential-time algorithms for domination problems in graphs. Dominat...
An induced matching M in a graph G is dominating if every edge not in M shares exactly one vertex wi...
Special Issue of SODA 2001.ISSN: 0196-6774International audienceDominance constraints are logical de...
Dominance constraints are logical descriptions of trees that are widely used in computational lingui...
Dominance constraints are logical descriptions of trees. Efficient algorithms for the subclass of n...
ISBN: 0-89871-558-XInternational audienceDominance constraints are logical descriptions of trees. Ef...
Abstract. Dominance constraints logically describe trees in terms of their adjacency and dominance, ...
Dominance constraints are a logical language for describing trees that is widely used in computatio...
Dominance constraints for finite tree structures are widely used in several areas of computational l...
Dominance constraints are logical tree descriptions originating from automata theory that have multi...
Abstract. We present an efficient algorithm that checks the satisfiability of pure dominance constra...
We establish for the first time a formal relationship between dominance graphs, used for modeling se...
The problem of finding the dominators in a control-flow graph has a long history in the literature. ...
Given a \emph{graph} $G = (V, E)$, a subset $D \subseteq V$ is called a \emph{dominating set} if eac...
This PhD thesis studies exact exponential-time algorithms for domination problems in graphs. Dominat...
An induced matching M in a graph G is dominating if every edge not in M shares exactly one vertex wi...
Special Issue of SODA 2001.ISSN: 0196-6774International audienceDominance constraints are logical de...
Dominance constraints are logical descriptions of trees that are widely used in computational lingui...
Dominance constraints are logical descriptions of trees. Efficient algorithms for the subclass of n...
ISBN: 0-89871-558-XInternational audienceDominance constraints are logical descriptions of trees. Ef...
Abstract. Dominance constraints logically describe trees in terms of their adjacency and dominance, ...
Dominance constraints are a logical language for describing trees that is widely used in computatio...
Dominance constraints for finite tree structures are widely used in several areas of computational l...
Dominance constraints are logical tree descriptions originating from automata theory that have multi...
Abstract. We present an efficient algorithm that checks the satisfiability of pure dominance constra...
We establish for the first time a formal relationship between dominance graphs, used for modeling se...
The problem of finding the dominators in a control-flow graph has a long history in the literature. ...
Given a \emph{graph} $G = (V, E)$, a subset $D \subseteq V$ is called a \emph{dominating set} if eac...
This PhD thesis studies exact exponential-time algorithms for domination problems in graphs. Dominat...
An induced matching M in a graph G is dominating if every edge not in M shares exactly one vertex wi...