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The fundamental network parameters are examined, and the simulation environment explained.
We start by measuring the fundamental network properties that give us a bird's-eye view of the general features of the network, including the size, clustering coefficient, assortativity, degree distribution, centralities, and community structure.
Now we are ready to define the fundamental network concepts that are studied in this article.
In the following, we define approximate CF-based analogs of the fundamental network concepts.
Since A is exactly factorizable, the fundamental network concepts equal their CF-based analogs.
In the following, we relate TopOverlap[1] j to the fundamental network concept Centralization.
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This method, proposed by Gale [24] and popularized by Sneppen & Maslov [25] and Shen-Orr et al. [26], assumes the degree distribution to be the most fundamental network structure and investigates what other structural biases there are in the network, except the degree.
In this quintessentially postmodern view, neither chronic dizziness nor anxiety causes the other; they are part and parcel of the same fundamental network.
The second fundamental network theory is Burt's structural holes theory (Burt 1992).
It is the most fundamental network measure, and most other measures are ultimately linked to it.
In the following, we study the relationship between fundamental network concepts and their approximate CF-based analogs in the limit when the block diagonal network becomes approximately factorizable.
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CEO of Professional Science Editing for Scientists @ prosciediting.com