Oct 25, 2013 · We provide a polynomial-time algorithm that, given three paths, decides whether a monotone simultaneous embedding exists and, in the case of ...

Abstract. We consider the variant of monotone simultaneous embeddings of di- rected graphs where all graphs are directed paths and directions of mono-.

Mar 5, 2014 · We consider a variant of monotone simultaneous em- beddings (MSEs) of directed graphs where all graphs are directed paths and have distinct ...

We provide a polynomial-time algorithm that, given three paths, decides whether a monotone simultaneous embedding exists and show that the construction of an ...

Original language, English. Title of host publication, Collection of Abstracts of the 30th European Workshop on Computational Geometry 2014. Publisher .

Abstract: We consider a variant of monotone simultaneous embeddings (MSEs) of directed graphs where all graphs are directed paths and have distinct directions ...

We study the following problem: Given k paths that share the same labeled vertex set, is there a simultaneous geometric embedding of these paths such that ...

Sep 14, 2016 · Abstract. We study the following problem: Given k paths that share the same vertex set, is there a simultaneous geometric embedding of these.

Sep 30, 2016 · We prove that for any dimension $d \geq 2$, there is a set of $d+1$ paths that does not admit a monotone simultaneous geometric embedding.

Two directed paths on the same vertex set always admit a monotone simultaneous embedding. Page 9. Monotone Simultaneous Embeddings of Paths in Rd. Tamara ...