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An influence model for influence maximization-revenue optimization

机译:影响最大化收入优化的影响模型

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摘要

The rise of online social networks (OSNs) has caused an insurmountable amount of interest from advertisers and researchers seeking to monopolize on its features. Researchers aim to develop strategies for propagating information among users within an OSN that is captured by diffusion or influence models. Within the last decade, influence models have been extensively studied for the influence maximization (IM) problem. Recently, a novel stochastic dynamic programming (SDP) formulation to influence maximization called the influence maximization-revenue optimization (IM-RO) problem was proposed with numerous lucrative advantages. In this paper, we validate the intuition behind the proposed influence model for the IM-RO problem empirically. We focus on demonstrating the correctness of the notion behind the influence model that the more of a user's friends who click on an advertisement, the more likely the user is to click on the advertisement themselves and use a decision tree regressor to predict this probability. To further support the premise of our influence model and estimate its parameters, we implement a linear regression and a Bayesian model. Results indicate that the linear regression model captures the functional relationship between its dependent and the independent variables. We extend the experiments to real-world OSNs and investigate additional predictor variables that influence the number of posts and reposts.
机译:在线社交网络(OSNS)的兴起导致了广告商和研究人员造成了不可逾越的利益,寻求垄断其特征。研究人员旨在制定用于通过扩散或影响模型捕获的OSN中传播信息的传播信息的策略。在过去的十年内,影响力模型对影响最大化(IM)问题进行了广泛研究。最近,提出了一种用于影响影响最大化 - 收入优化(IM-RO)问题的最大化的新型随机动态编程(SDP)制剂是有许多有利可图的优势。在本文中,我们验证了验证IM-RO问题的提议影响模型背后的直觉。我们专注于展示影响模型背后的概念的正确性,即点击广告的用户的朋友越多,用户就越可能点击广告自己并使用决策树回归来预测这种概率。为了进一步支持我们的影响模型和估计其参数的前提,我们实施了线性回归和贝叶斯模型。结果表明线性回归模型捕获其依赖和自变量之间的功能关系。我们将实验扩展到现实世界OSN,并调查影响帖子数量并转发的额外预测变量。

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