A model for meme popularity growth in social networking systems based on biological principle and human interest dynamics
arXiv:1902.00533 · doi:10.1063/1.5085009
Abstract
We analyze five big data sets from a variety of online social networking (OSN) systems and find that the growth dynamics of meme popularity exhibit characteristically different behaviors. For example, there is linear growth associated with online recommendation and sharing platforms, a plateaued (or an ``S''-shape) type of growth behavior in a web service devoted to helping users to collect bookmarks, and an exponential increase on the largest and most popular microblogging website in China. Does a universal mechanism with a common set of dynamical rules exist, which can explain these empirically observed, distinct growth behaviors? We provide an affirmative answer in this paper. In particular, inspired by biomimicry to take advantage of cell population growth dynamics in microbial ecology, we construct a base growth model for meme popularity in OSNs. We then take into account human factors by incorporating a general model of human interest dynamics into the base model. The final hybrid model contains a small number of free parameters that can be estimated purely from data. We demonstrate that our model is universal in the sense that, with a few parameters estimated from data, it can successfully predict the distinct meme growth dynamics. Our study represents a successful effort to exploit principles in biology to understand online social behaviors by incorporating the traditional microbial growth model into meme popularity. Our model can be used to gain insights into critical issues such as classification, robustness, optimization, and control of OSN systems.
18 pages, 13 figures
References in corpus (29)
- Epidemic spreading in scale-free networks
- Epidemic processes in complex networks
- The spread of epidemic disease on networks
- The origin of bursts and heavy tails in human dynamics
- Modeling the scaling properties of human mobility
- Validation of Dunbar's number in Twitter conversations
- Nonequilibrium phase transition in the coevolution of networks and opinions
- Novelty and Collective Attention
- SEISMIC: A Self-Exciting Point Process Model for Predicting Tweet Popularity
- Human Dynamics: The Correspondence Patterns of Darwin and Einstein
- The Spontaneous Emergence of Social Influence in Online Systems
- Dynamical and bursty interactions in social networks
- Role of Activity in Human Dynamics
- Human dynamics revealed through Web analytics
- A Bayesian approach for predicting the popularity of tweets
- Rising tides or rising stars?: Dynamics of shared attention on Twitter during media events
- Competition-induced criticality in a model of meme popularity
- Understanding mobility in a social petri dish
- A Simple Generative Model of Collective Online Behaviour
- Characterizing and modeling an electoral campaign in the context of Twitter: 2011 Spanish Presidential Election as a case study
- What Trends in Chinese Social Media
- The effects of network structure, competition and memory time on social spreading phenomena
- Inferring Personal Economic Status from Social Network Location
- Inheritance patterns in citation networks reveal scientific memes
- A hierarchical kinetic theory of birth, death, and fission in age-structured interacting populations
- Evolution of the digital society reveals balance between viral and mass media influence
- A kinetic theory for age-structured stochastic birth-death processes
- Local variation of hashtag spike trains and popularity in Twitter
- Digital Ecology: Coexistence and Domination among Interacting Networks