Dec 18, 2019 · Slim Graph enables the developer to express numerous compression schemes using small and programmable compression kernels that can access and ...

These graphs will be called Slim and we prove that they are perfect. We study relations between Slim graphs and other well known classes of perfect graphs; ...

Slim Graph enables the developer to express numerous compression schemes using small and programmable compression kernels that can access and modify local parts ...

Definition: A graph is a slim if it can be obtained from a Meyniel graph by deleting all edges between an arbitrary set of nodes.

A Slim graph will always be denoted by G(N) where G = (V, E) is a Meyniel graph and N _ V a subset of its nodes. Theorem. Slim graphs are perfect graphs. It is ...

Nov 17, 2019 · ABSTRACT. We propose Slim Graph: the first programming model and framework for practical lossy graph compression that fa-.

Meyniel proved that a graph G is perfect if every odd cycle of G with at least five vertices has at least two chords. A slim graph is any graph obtained ...

May 27, 2017 · Abstract:Slimness of a graph measures the local deviation of its metric from a tree metric. In a graph G=(V,E), a geodesic triangle ...

We have investigated a special graph class, namely slim graphs. Slim graphs are graphs whose diameter is at least some fixed fraction of the number of vertices.