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Go Wide, Go Deep: Quantifying the Impact of Scientific Papers Through Influence Dispersion Trees

机译:走得更宽,走得更深:通过影响力分散树量化科学论文的影响

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Despite a long history of the use of 'citation count' as a measure of scientific impact, the evolution of the follow-up work inspired by the paper and their interactions through citation links have rarely been explored to quantify how the paper enriches the depth and breadth of a research field. We propose a novel data structure, called Influence Dispersion Tree (IDT), to model the organization of follow-up papers and their dependencies through citations. We also propose the notion of an ideal IDT for every paper and show that an ideal (highly influential) paper should increase the knowledge of a field vertically and horizontally. We study the structural properties of IDT (both theoretically and empirically) and propose two metrics, namely Influence Dispersion Index (IDI) and Normalized Influence Divergence (NID) to quantify the influence of a paper. Our theoretical analysis shows that an ideal IDT configuration should have equal depth and breadth (and thus minimize the NID value). We establish the superiority of NID as a better influence measure in two experimental settings. First, on a large real-world bibliographic dataset, we show that NID outperforms raw citation count as an early predictor of the number of new citations a paper will receive within a certain period after publication. Second, we show that NID is superior to the raw citation count at identifying the papers recognized as highly influential through 'Test of Time Award' among all their contemporary papers (published in the same venue).
机译:尽管使用“引文计数”作为一种科学影响的衡量标准的历史,但纸质启发的随访工作的演变很少已经探讨了通过引文链接的互动,以量化纸张如何丰富深度和研究领域的宽度。我们提出了一种新的数据结构,称为影响色散树(IDT),以通过引用构建后续文件的组织及其依赖关系。我们还为每篇论文提出了理想的IDT的概念,并表明理想的(高度有影响力)纸张应垂直和水平地增加场的知识。我们研究IDT(理论上和经验)的结构特性,并提出了两个度量,即影响分散指数(IDI)和归一化影响分歧(NID)来量化纸张的影响。我们的理论分析表明,理想的IDT配置应具有相同的深度和广度(因此最小化NID值)。我们在两个实验设置中建立了NID的优势,作为更好的影响措施。首先,在一个大型真实博彩记数据集上,我们表明,NID优于原始引文计数作为新引用数量的早期预测因素,纸张将在出版后的一段时间内收到。其次,我们表明,NID优于鉴定通过所有当代论文中的所有当代论文中的“时间奖励”(在同一场地发布)中受到了高度影响力的原始引文计数。

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