variable network topology

Definition 0.1  

A variable network topology is defined by an indexed family or class of networks of one-dimensional $ CW$ -complexes $ [CW_i]$ with $ i \in I$ in the category Top of topological spaces with additional homology (or cohomology) axioms, rules, or properties of the underlying $ CW$ -complexes, that specify the transformation maps as a sequence of homotopoy maps.



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