<p>We may see the average clustering coefficient for MeSH global (GN) networks, compared to random Erdös-Rényi (ER) and to small-world Watts-Strogatz (WS) networks with the same parameters as these. We can notice that MeSH global networks are not similar to tree-like networks (clustering coefficient = 0), neither to random networks (with clustering coefficient rapidly decaying) but seem to be close to small-world networks with large and persistent values of clustering. In the other hand, MeSH networks are also different from lattices since the average shortest path lenght values are not proportional to the size of the network but rather to the logaritm of such size.</p
<p>(A) Relation between clustering coefficient (C), global efficiency (E) and small-world (SW) index...
<p>λ = normalized shortest path length, γ = normalized clustering coefficient, E<sub>glob</sub> = gl...
<p>Note: from top to bottom: networks around grain, hay, water, and complete network in the pen. Lef...
<p>Plot shows average clustering coefficient of nodes per degree for full (left figure) and major (r...
<p>(A) The clustering coefficient and (B) the characteristic path length are shown as a function of ...
Average clustering C is defined as the average number of triangles, out of all possible triangles, t...
<p>(A) Absolute values of the clustering coefficient (blue circles, left axis) and mean path length...
<p>Mean path length, clustering coefficient and conservative small-worldness; averages (<i>n</i> = 5...
<p>Average clustering coefficients (<i>c</i><sub><i>i</i></sub>) versus vertex degree (<i>k</i><sub>...
<p>Explanation of the clustering coefficient and path length using a schematic whole-brain binary ne...
Clustering is a central concept in network theory. Nevertheless, its usual formulation as the cluste...
<p>Clustering coefficient (<b>A</b>) and characteristic path length (<b>B</b>) with respect to ANGLE...
Clustering is a fundamental property of complex networks and it is the mathematical expression of a ...
<p>Left: ordered model with high C and high L, middle: small-world model with high C and low L, righ...
<p>Note: <i>Cp</i>, the average clustering coefficient of all of the nodes in the brain network; <i>...
<p>(A) Relation between clustering coefficient (C), global efficiency (E) and small-world (SW) index...
<p>λ = normalized shortest path length, γ = normalized clustering coefficient, E<sub>glob</sub> = gl...
<p>Note: from top to bottom: networks around grain, hay, water, and complete network in the pen. Lef...
<p>Plot shows average clustering coefficient of nodes per degree for full (left figure) and major (r...
<p>(A) The clustering coefficient and (B) the characteristic path length are shown as a function of ...
Average clustering C is defined as the average number of triangles, out of all possible triangles, t...
<p>(A) Absolute values of the clustering coefficient (blue circles, left axis) and mean path length...
<p>Mean path length, clustering coefficient and conservative small-worldness; averages (<i>n</i> = 5...
<p>Average clustering coefficients (<i>c</i><sub><i>i</i></sub>) versus vertex degree (<i>k</i><sub>...
<p>Explanation of the clustering coefficient and path length using a schematic whole-brain binary ne...
Clustering is a central concept in network theory. Nevertheless, its usual formulation as the cluste...
<p>Clustering coefficient (<b>A</b>) and characteristic path length (<b>B</b>) with respect to ANGLE...
Clustering is a fundamental property of complex networks and it is the mathematical expression of a ...
<p>Left: ordered model with high C and high L, middle: small-world model with high C and low L, righ...
<p>Note: <i>Cp</i>, the average clustering coefficient of all of the nodes in the brain network; <i>...
<p>(A) Relation between clustering coefficient (C), global efficiency (E) and small-world (SW) index...
<p>λ = normalized shortest path length, γ = normalized clustering coefficient, E<sub>glob</sub> = gl...
<p>Note: from top to bottom: networks around grain, hay, water, and complete network in the pen. Lef...