شماره ركورد
16870
عنوان
ابررابطه: پيشبيني تكامل جامعه اجتماعي با استفاده از ابرگرافهاي پويا با ويژگيهاي تعامل چندرابطهاي
سال تحصيل
1402
استاد راهنما
دكتر حسن نادري
چکيده
Abstract
Social media platforms have fundamentally transformed human communication and interaction patterns, creating a ubiquitous and heterogeneous digital landscape that fosters unprecedented opportunities for collective engagement and information exchange. These digital environments facilitate complex, multi-participant interactions that extend far beyond traditional dyadic relationships, encompassing diverse activities such as group discussions, collaborative content creation, community-based decision-making, and viral information diffusion. However, understanding the structural dynamics of these interactions presents significant challenges for conventional network analysis approaches, which often fail to capture the richness of collective behavior.
This research critically examines the application of hypergraph-based modeling frameworks for analyzing and predicting community evolution in social media networks. Traditional graph-based representations, which rely exclusively on pairwise connections between individual users, prove inadequate for capturing the inherently group-oriented nature of social media interactions. Such approaches introduce structural distortions by artificially decomposing multi-participant activities into collections of binary relationships (clique expansion), resulting in substantial information loss regarding collective interaction contexts and the correlation among group members [2].
To overcome these limitations, Hypergraph representations offer a more expressive mathematical framework that naturally accommodates higher-order interactions without data loss. In hypergraph structures, individual hyperedges can connect arbitrary numbers of nodes simultaneously, enabling the direct and faithful representation of group-based activities as single, cohesive entities [3]. This structural fidelity makes hypergraphs particularly well-suited for modeling social media environments, where users frequently engage in multi-participant conversations, collaborative projects, and community-driven initiatives that cannot be reduced to simple pairs.
Furthermore, social media networks exhibit strong temporal characteristics and non-linear dynamics, with community structures continuously evolving through complex lifecycles. These communities undergo recurring processes such as formation, growth, merging, splitting, densification, and dissolution. Dynamic hypergraph models effectively address these temporal aspects by incorporating time-dependent interaction patterns and evolving relationship attributes, allowing for the representation of both the structural and temporal granularity of social systems [4]. This temporal dimension proves essential for accurately tracking community evolution trajectories and distinguishing between stable social groups and transient interactions.
Through a comprehensive analysis of existing literature and advanced methodological approaches, this work demonstrates that dynamic hypergraph frameworks significantly enhance our ability to model, analyze, and predict social community evolution. The findings indicate that these models provide superior performance in critical tasks such as community detection, evolution pattern recognition, and structural change prediction compared to conventional graph-based methods. By integrating multi-relational interaction attributes within temporal hypergraph structures, this research offers a more nuanced and predictive understanding of the complex social dynamics that characterize modern digital communication platforms [6].
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نام دانشجو
ضمياء محمد
تاريخ ارائه
2/18/2026 12:00:00 AM
متن كامل
89745
پديد آورنده
ضمياء محمد
تاريخ ورود اطلاعات
1404/11/29
عنوان به انگليسي
Hyper Relate : Predicting Social Community Evolution Using Dynamic Hyper graphs with Multi-Relational Interaction Attributes
كليدواژه هاي فارسي
Hypergraph, Dynamic Hypergraph , Social Media Networks , Community Evolution , Higher-Order Interactions , Temporal Networks, Multi-Relational Interactions