LBSNs的利润最大化模型

Mahnoosh Fatahi, F. Mardukhi
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引用次数: 1

摘要

利润最大化问题是在给定的传播模型下,找到一个最优策略,使影响扩散过程结束时所获得的预期总利润最大化。在之前的工作中,已经提出了影响社交网络中最有利可图的(有影响力的)用户以启动病毒式营销活动的策略。这些初始用户称为种子集。在本文中,我们引入了一个新的问题,即基于位置的利润最大化(LBPM),并提供了一个模型来解决它。LBPM是在基于位置的社交网络(LBSN)中寻找最有利可图的种子集的问题,在一定的传播模式下,考虑到有限的预算,特定场地所有者的预期利润将最大化。提出的模型包括两个主要步骤。在第一步,我们提供利润计算算法来估计每个用户对特定场所的盈利能力,考虑社会方面,空间方面和用户意见方面。然后,在第二步中,我们利用线性阈值(LT)扩散模型在我们提出的P-Greedy算法下找到最终的种子集。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A model for profit maximization in LBSNs
Profit Maximization is the problem of finding an optimal strategy to maximize the expected total profit earned by the end of an influence diffusion process under a given propagation model. In the previous works the strategy of influencing the most profitable (influential) users in a social network in order to start the viral marketing campaign has been proposed. These initial users are called the Seed Set. In this work, we introduce a new problem namely Location-Based Profit Maximization (LBPM) and provide a model to solve it. LBPM is the problem of finding the most profitable Seed Set in a Location-Based Social Network (LBSN) in such a way that the expected profit for the owners of a specific venue would be maximized under a certain propagation model considering a limited budget. The proposed model encompasses two main steps. In the first step, we provide Profit Calculation Algorithm to estimate the profitability of each user for a particular venue, considering social aspect, spatial aspect, and users' opinion aspect. Then, in the second step we utilize Linear Threshold (LT) diffusion model under our proposed P-Greedy algorithm to find the final Seed Set.
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