Clustering Coefficient - Intro to Algorithms Udacity English English (auto-generated)

Clustering Coefficient - Intro to AlgorithmsYouTube↗ IA↗(long shot)
Education 7.6K views 14 likes 16 dislikes 23 Feb 2015

Udacity 651K subscribers United States YouTube↗

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For this problem, we have to order these six graphs by the clustering coefficient of the red node,

for this problem we had to order these six graphs by the clustering coefficient

and the graphs will be ordered from the lowest clustering coefficient to highest.

of the red node and the graphs would be ordered from lowest clustering coefficient the highest looking at the

Looking at the six graphs, we can see that c is a star network,

six graphs we can see that C is a star

and star networks have a clustering coefficient of zero.

Network and star networks have a clustering coefficient of zero so that

That is the lowest clustering coefficient.

is the lowest clustering coefficient you

You can see that d is a click to the clustering coefficient of one

can see that D is a click which is a

as that will be the highest clustering coefficient.

clustering coefficient of one and so that will be the highest clustering

Both b and f have two edges connecting the neighbors of the red node.

coefficient both B and F have two edges connecting the neighbors of the red node

Let's take a look at those two.

so let's take a look at those two

Intuitively, since b has seven neighbors and f has five, b has a larger click and f has a smaller click,

intuitively since B has seven neighbors and F has five B has a larger clique and F has a smaller clique and since they

and since they both only have two neighboring edges and b has load larger click,

both only have two neighboring edges and B has the larger clique and actually

and actually calculating the clustering coefficient, we can see that yes, b is smaller than f.

calculating the clustering coefficient we can see that yes B is smaller than F

For a, the degree of the red node is five and there are five links between the neighbors,

for a the degree of the red node is five and there are five links between the

so we have a clustering coefficient of half and for e degree of the red node is seven,

neighbors so we get a clustering coefficient of a half and for E degree of the red node is seven and there are

and they are seven links between these neighbors, so the clustering coefficient is 1/3.

seven links between its neighbors so the

So, the final answer is c, b, f, e, a, d.

clustering coefficient is one third so a final answer is c bfe7 yoj

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