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Space-time budget allocation for marketing over social networks ?

机译:通过社交网络进行营销的时空预算分配

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We address formally the problem of opinion dynamics when the agents of a social network (e.g., consumers) are not only influenced by their neighbors but also by an external influential entity referred to as a marketer. The influential entity tries to sway the overall opinion to its own side by using a specific influence budget during discrete-time advertising campaigns; consequently, the overall closed-loop dynamics becomes a linear-impulsive (hybrid) one. The main technical issue addressed is finding how the marketer should allocate its budget over time (through marketing campaigns) and over space (among the agents) such that the agents’ opinion be as close as possible to a desired opinion; for instance, the marketer may prioritize certain agents over others based on their influence in the social graph. The corresponding space-time allocation problem is formulated and solved for several special cases of practical interest. Valuable insights can be extracted from our analysis. For instance, for most cases we prove that the marketer has an interest in investing most of its budget at the beginning of the process and that budget should be shared among agents according to the famous water-filling allocation rule. Numerical examples illustrate the analysis.
机译:当社交网络的代理商(例如,消费者)不仅受到邻居的影响,而且还受到外部有影响力的实体(称为营销者)的影响时,我们会正式解决意见动态问题。有影响力的实体试图通过在离散时间的广告活动中使用特定的影响力预算来将整体意见摆在一边。因此,整个闭环动力学成为线性冲激(混合)动力学。解决的主要技术问题是找到营销人员应如何随着时间的推移(通过营销活动)和整个空间(在代理商之间)分配预算,以使代理商的观点尽可能接近期望的观点;例如,营销商可以根据他们在社交图中的影响,将某些代理商优先于其他代理商。针对几种实际感兴趣的特殊情况,提出并解决了相应的时空分配问题。可以从我们的分析中提取宝贵的见解。例如,在大多数情况下,我们证明营销人员有兴趣在流程开始时投资其大部分预算,并且应根据著名的注水分配规则在代理商之间共享预算。数值示例说明了该分析。

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