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Temporal network embedding framework with causal anonymous walks representations
PeerJ Computer Science. 2022. Vol. 8. Article e858.
Макаров И. А., Савченко А. В., Arseny K., Leonid S., Nikita Severin, Киселёв Д. А., Aleksandr M., D. B.
Добавлено: 24 сентября 2023 г.
Schloss Dagstuhl – Leibniz-Zentrum für Informatik, Dagstuhl Publishing, 2022.
Добавлено: 29 апреля 2022 г.
Макаров И. А., Савченко А. В., Arseny Korovko и др., PeerJ Computer Science 2022 Vol. 8 Article e858
Many tasks in graph machine learning, such as link prediction and node classification, are typically solved using representation learning. Each node or edge in the network is encoded via an embedding. Though there exists a lot of network embeddings for static graphs, the task becomes much more complicated when the dynamic (i.e., temporal) network is analyzed. ...
Добавлено: 20 января 2022 г.
Батагель В., Мальцева Д. В., Journal of Informetrics 2020 Vol. 14 No. 1 P. 1–14
We present two ways (instantaneous and cumulative) to transform bibliographic networks, using the works’ publication year, into corresponding temporal networks based on temporal quantities. We also show how to use the addition of temporal quantities to define interesting temporal properties of nodes, links and their groups thus providing an insight into evolution of bibliographic networks. ...
Добавлено: 22 октября 2019 г.
Алескеров Ф. Т., Швыдун С. В., , in: Studies in Computational Intelligence* 1. Vol. 812: Complex Networks and Their Applications VII.: Springer, 2019. P. 94–103.
We propose a model that evaluates how much a network has changed over time in terms of its structure and a set of central elements. The difference of structure is evaluated in terms of node-to-node influence using known nodes correspondence models. To analyze the changes in nodes centralities we adapt an idea of interval orders ...
Добавлено: 4 декабря 2018 г.
Батагель В., PRAPROTNIK S., Social Network Analysis and Mining 2016 Vol. 6 No. 1 P. 1–22
Добавлено: 1 ноября 2018 г.
Батагель В., Praprotnik S., Ars Mathematica Contemporanea 2016 Vol. 11 No. 1 P. 11–33
Добавлено: 1 ноября 2018 г.