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Contagion, coordination and communities: Diffusion of innovations on social networks with modular organization

机译:传染,协调和社区:具有模块化组织的社交网络创新传播

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Most social networks exhibit the meso-scale feature of modular organization, i.e., occurrence of communities whose members are more likely to be connected to each other than to members of other communities. In this paper, we look at how the existence of modules in the contact structure of a population affects its adoption of an innovation that is characterized by a given perceived advantage. For this we consider both theoretical models of modular networks as well as the empirical social network of a village in Karnataka. We first use a network generalization of the well-known Bass model of diffusion, which is a variant of the SI compartmental model of contagion propagation, on the empirical network and on an ensemble of degree-preserved randomized surrogates. By comparing the dynamics of the diffusion process in these networks, we see that the modular organization reduces the speed of adoption in the population. However, as there are limitations of the diffusion model, we have also considered an alternative dynamical process based on spin-spin interaction that is inspired by statistical physics. Here, individuals try to coordinate their action with that of neighbors on the contact network, while having randomly distributed thresholds (that measures their inrinsic resistance to adoption). By varying the external field, which is a measure of the perceived advantage of the innovation we observe transitions of the population to a state of complete adoption. While the model network with community organization shows that the occurrence of modularity increases the critical value of perceived advantage at which the transition happens, surprisingly we see that in the empirical network the process of adoption can occur faster than in the corresponding degree-preserved randomized surrogate. We show that by reducing the inter-modular connectivity of the empirical network, the process can indeed be made slower than the corresponding randomized networks. Our results underline th- critical importance of modular organization in social networks in affecting the process of adoption of innovation in society.
机译:大多数社交网络都表现出模块化组织的中观规模特征,即社区的出现,其成员之间相互联系的可能性大于与其他社区成员的联系。在本文中,我们研究了人口联系结构中模块的存在如何影响其采用以给定感知优势为特征的创新。为此,我们既考虑了模块化网络的理论模型,又考虑了卡纳塔克邦一个村庄的经验社会网络。我们首先在经验网络和保留度的随机代理集合上使用众所周知的Bass扩散模型的网络概括,该模型是传染传播的SI间隔模型的变体。通过比较这些网络中扩散过程的动态,我们看到模块化组织降低了人口中采用的速度。但是,由于扩散模型存在局限性,我们还考虑了基于统计物理学启发的基于自旋-自旋相互作用的替代动力学过程。在这里,人们尝试在接触网络上与邻居进行协调,同时随机分配阈值(该阈值衡量其对采用的本能抵抗力)。通过改变外部领域,这是对创新感知优势的一种度量,我们观察到了人口向完全采用状态的转变。虽然具有社区组织的模型网络表明模块化的出现增加了过渡发生时的感知优势的临界值,但令人惊讶的是,我们发现,在经验网络中,采用的过程可能比相应程度保留的随机替代过程发生得更快。 。我们表明,通过减少经验网络的模块间连通性,确实可以使该过程比相应的随机网络慢。我们的结果强调了模块化组织在社交网络中对影响社会创新采用过程的至关重要性。

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