Topological properties of motif sets.

<p>Graph measures averaged over the inferred graphlet multiset, , i.e., for a network measure <i>φ</i>, one point corresponds to the quantity . The density (A), reciprocity (B) and number of cycles (C) and are standard properties of directed networks [<a href="http://www.pl...

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Bibliographic Details
Main Author:	Alexis Bénichou (19832361) (author)
Other Authors:	Jean-Baptiste Masson (107354) (author), Christian L. Vestergaard (14559912) (author)
Published:	2024
Subjects:	Biophysics Medicine Biotechnology Biological Sciences not elsewhere classified Mathematical Sciences not elsewhere classified Chemical Sciences not elsewhere classified Information Systems not elsewhere classified “ building blocks received considerable interest natural biological experiments complex networks ”. biological networks lead appropriate null model approach inherently accounts motif mining based based motif analysis prominent network features order network feature statistically regular subgraphs div >< p compare different motifs motif significance based inference network motifs significant set respective compressibility priori </ particular type numerical data functional constraints computational circuits comparative connectomics alternative definition allows us
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Topological properties of motif sets.

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