学者名片是什么? 学者名片是一款基于学者网个人主页的数字化名片工具,旨在帮助您更智能、更高效地构建学术人脉网络。 为什么使用学者名片? 告别“会后即忘”的尴尬。您的学术信息(研究领域、代表作等)将随学者网个人主页实时同步,确保他人看到的永远是您最新的专业学术形象。 学者名片适用哪些用户? 所有希望提升学术社交效率的高校师生、科研人员、学术从业者。 如何使用?
1 IEEE出版|2026年电子电路与传感器技术国际学术会议(ECST 2026) 会议召开时间:2026年6月12-14日 会议召开地点:中国 · 南京 审核结果通知:投递后7个工作日 提交检索类型:EI Compendex, Scopus 论文出版: 本会议的投稿经过2-3位组委会专
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Community is the implicit structure in social networks. In academic social networks, the users with similar or same research interests are more likely to be in the same community with close links and similar attributes. Effective community detection results can be further utilized for user analytics and user recommendation.
Anomaly detection on attributed networks is an important task in social network analysis. The goal is to find the anomalies that deviate significantly from the majority of the network in terms of some proximities, e.g. topological structure or attribute proximity. An effective anomaly detection can support many applications such as web spam detection, system fraud detection, network intrusion detection and representation learning.
Most of the existing recommendation methods assume that all the items are provided by separate producers, which is however not true in some recommendation tasks. That is, it is possible that some of the items are generated by users. Appropriately considering the user-item generation relation may bring benefit to some recommender systems, e.g., implicit recommender systems with only implicit user-item interactions.
The SCHOLAT Multiplex Network provides a comprehensive list of social information. In this network, we construct a multiplex structure with three layers: (1) The first layer represents connections between users who become friends. (2) The second layer represents connections between users who join the same groups. (3) The third layer represents connections between users who study the same courses. Furthermore, we define an individual ground-truth community based on the affiliation of users. All layers consist of the same 2,302 nodes with the highest quality. Each layer has a specific number of edges: 11,393 for the first layer, 139,004 for the second layer, and 70,226 for the third layer. We have divided these nodes into 11 communities.
开放数据 - 通过SCHOLAT数据进一步推动你的研究