rapport : improving notation
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\section{Definition of a collection}
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\section{Definition of a collection}
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\label{sec:definition-of-a-collection}
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\label{sec:definition-of-a-collection}
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We define a collection of bipartite networks as $\bm{X} = (X^1, \dots, X^M)$
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We define a collection of bipartite networks as
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$\bm{X} = (X^1,\dots X^m,\dots, X^M)$
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the collection of incidence matrix. Moreover, all the networks in the
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the collection of incidence matrix. Moreover, all the networks in the
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collection have the same type of interaction (e.g., all interactions are
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collection have the same type of interaction (e.g., all interactions are
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binary).
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binary).
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