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- W3177126458 abstract "A new approach is proposed for classifying the problems of determining the maximum common fragments $(M C F)$ for two connected structures included in the $T$-digraph, based on the type of the maximum common fragment. A tree of classification the problems of determining the maximum common fragments $(M C F)$ for two structures $t_{i} G, t_{j} Gleft(M C Fleft(t_{i} G, t_{j} Gright)right)$ included in the $T$-digraph is proposed. Examples are given for a digraph $t G$ with three types of its fragments (parts), and for five connectivity types of digraphs. The formulation of six basic problems of determining the maximum common fragments $ (MCF) $ for two connected structures included in the $T$-digraph is given. A classification is proposed for an isomorphic embedding of a digraph into another." @default.
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- W3177126458 date "2021-02-01" @default.
- W3177126458 modified "2023-09-24" @default.
- W3177126458 title "Classification of problems of determining the maximum common fragments for two structures of a temporal digraph" @default.
- W3177126458 doi "https://doi.org/10.22075/ijnaa.2021.4942" @default.
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