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A Priority-Based Ranking Approach for Maximizing the Earned Benefit in an Incentivized Social Network

机译:基于优先级的排名方法,用于最大化激励的社交网络中的赚取的福利

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Given a social network of users represented as a directed graph with edge weight as diffusion probability, selecting a set of highly influential users for initial activation to maximize the influence in the network is popularly known as the Social Influence Maximization Problem. In this paper, we study a different and more practical variant of this problem, where each node is associated with a selection cost which signifies the incentive demand if it is included in the seed set; a fixed budget that can be spent for the seed set selection process; a subset of the nodes designated as the target nodes and each of them is associated with a benefit value that can be earned by influencing the corresponding user; and the goal is to choose a seed set for maximizing the earned benefit within the allocated budget. For this problem, we develop a priority based ranking methodology having three steps. First, marking the effective nodes for the given target nodes; second, priority computation of the effective nodes and the third is to choose the seed nodes based on this priority value within the budget. We implement the proposed methodology with two publicly available social network datasets and observe that the proposed methodology can achieve 0.03 to 1.14 times more benefit compared to the baseline methods without much increase in computational burden.
机译:鉴于作为扩散概率的边缘权重的指向图表的用户的社交网络,选择一组高度影响力的初始激活,以最大化网络的影响是普遍称为社会影响最大化问题的普遍称为社会影响。在本文中,我们研究了这个问题的不同和更实际的变体,其中每个节点与选择成本相关联,如果它包括在种子组中,则表示激励需求;可用于种子设置选择过程的固定预算;指定为目标节点的节点的子集和它们中的每一个都与可以通过影响相应的用户来获得的益处值相关联;目标是选择一个种子集,以最大化分配预算中的赚取的福利。对于此问题,我们开发了一种基于排名的排名方法,具有三个步骤。首先,标记给定目标节点的有效节点;其次,有效节点的优先级计算和第三个是根据预算内的这种优先价值选择种子节点。我们用两个公开的社交网络数据集实施提出的方法,并观察到与基线方法相比,拟议的方法可以达到0.03至1.14倍的效益,而不是计算负担。

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