학술논문

A Factorization Approach for Survival Analysis on Diffusion Networks
Document Type
Periodical
Source
IEEE Transactions on Knowledge and Data Engineering IEEE Trans. Knowl. Data Eng. Knowledge and Data Engineering, IEEE Transactions on. 33(1):1-13 Jan, 2021
Subject
Computing and Processing
Peer-to-peer computing
Analytical models
Computational modeling
Diffusion processes
Data models
Random variables
Complexity theory
Social influence
information diffusion
social network analysis
community detection
Language
ISSN
1041-4347
1558-2191
2326-3865
Abstract
In this paper, we propose a survival factorization framework that models information cascades by tying together social influence patterns, topical structure, and temporal dynamics. This is achieved through the introduction of a latent space which encodes: (a) the relevance of an information cascade on a topic; (b) the topical authoritativeness and the susceptibility of each individual involved in the information cascade, and (c) temporal topical patterns. By exploiting the cumulative properties of the survival function and of the likelihood of the model on a given adoption log, which records the observed activation times of users and side-information for each cascade, we show that the inference phase is linear in the number of users and in the number of adoptions. The evaluation on both synthetic and real-world data shows the effectiveness of the model in detecting the interplay between topics and social influence patterns, which ultimately provides high accuracy in predicting users activation times.