Evangelia Tsoukanara

Ms. Evangelia Tsoukanara

orcid

Research Focus & Metrics

Academic Career Length

6Years (2021-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

View All Publications
6 June 2024 in IEEE Transactions on Knowledge and Data Engineering
Verified
Journal Article
Closed access
ETEvangelia Tsoukanara
Evangelia Tsoukanara
GKGeorgia Koloniari
Georgia Koloniari
EPEvaggelia Pitoura
Evaggelia Pitoura
PTPeter Triantafillou
Peter Triantafillou
When the focus is on the relationships or interactions between entities, graphs offer an intuitive model for many real-world data. Such graphs are usually large and change over time, thus, requiring models and strategies that explore their evolution. We study the evolution of aggregate graphs and introduce the GraphTempo model that allows temporal and graph aggregation not only on node level by grouping individual nodes, but on a pattern level as well, where subgraphs are grouped together. Furthermore, we propose an efficient strategy for exploring the evolution of the graph based on identifying time intervals of significant growth, shrinkage, or stability. Finally, we evaluate the efficiency and effectiveness of the proposed approach using four real graphs.

26 June 2024 in Information Systems Frontiers
Verified
Journal Article
Closed access
PDF file
ETEvangelia Tsoukanara
Evangelia Tsoukanara
GKGeorgia Koloniari
Georgia Koloniari
EPEvaggelia Pitoura
Evaggelia Pitoura

28 August 2023
Verified
Book Chapter
Closed access
PDF file
ETEvangelia Tsoukanara
Evangelia Tsoukanara
GKGeorgia Koloniari
Georgia Koloniari
EPEvaggelia Pitoura
Evaggelia Pitoura

4 December 2021
Verified
Book Chapter
Closed access
PDF file
ETEvangelia Tsoukanara
Evangelia Tsoukanara
GKGeorgia Koloniari
Georgia Koloniari
EPEvaggelia Pitoura
Evaggelia Pitoura

13 January 2025 in Information
Verified
Journal Article
Open access
PDF file
ETEvangelia Tsoukanara
Evangelia Tsoukanara
GKGeorgia Koloniari
Georgia Koloniari
EPEvaggelia Pitoura
Evaggelia Pitoura
Graphs offer a generic abstraction for modeling entities and the interactions and relationships between them. Most real-world graphs, such as social and cooperation networks, evolve over time, and exploring their evolution may reveal important information. In this paper, we present TempoGRAPHer, a system for analyzing and visualizing the evolution of temporal attributed graphs. TempoGRAPHer supports both temporal and attribute aggregation. It also allows graph exploration by identifying periods of significant growth, shrinkage, or stability. Temporal exploration is supported by two complementary strategies, namely skyline- and interaction-based exploration. Skyline-based exploration provides insights into the overall trends in the evolution, while interaction-based exploration offers a closer look at specific parts of the graph evolution history where significant changes occurred. We present experimental results demonstrating the efficiency of TempoGRAPHer. Additionally, we showcase the usefulness of our system in understanding graph evolution by presenting detailed scenarios, including exploring the evolution of a real contact network between primary school students and analyzing the collaborations in a co-authorship network between authors of the same gender over time.

6 February 2024 in arXiv
Verified
Preprint
Open access
PDF file
ETEvangelia Tsoukanara
Evangelia Tsoukanara
GKGeorgia Koloniari
Georgia Koloniari
EPEvaggelia Pitoura
Evaggelia Pitoura
PTPeter Triantafillou
Peter Triantafillou
When the focus is on the relationships or interactions between entities, graphs offer an intuitive model for many real-world data. Such graphs are usually large and change over time, thus, requiring models and strategies that explore their evolution. We study the evolution of aggregated graphs and introduce the GraphTempo model that allows temporal and attribute aggregation not only on node level by grouping individual nodes, but on a pattern level as well, where subgraphs are grouped together. Furthermore, We propose an efficient strategy for exploring the evolution of the graph based on identifying time intervals of significant growth, shrinkage or stability. Finally, we evaluate the efficiency and effectiveness of the proposed approach using three real graphs.