2011
DOI: 10.1103/physreve.83.016105
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Dynamics of movie competition and popularity spreading in recommender systems

Abstract: We introduce a simple model to study movie competition in the recommender systems. Movies of heterogeneous quality compete against each other through viewers' reviews and generate interesting dynamics of box-office. By assuming mean-field interactions between the competing movies, we show that run-away effect of popularity spreading is triggered by defeating the average review score, leading to hits in box-office. The average review score thus characterizes the critical movie quality necessary for transition f… Show more

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Cited by 11 publications
(12 citation statements)
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“…opinions of past viewers and potential future viewers leads to a complex dynamics that agrees qualitatively with movie popularity behavior seen in real systems [229].…”
Section: Incoming Recommendationssupporting
confidence: 73%
“…opinions of past viewers and potential future viewers leads to a complex dynamics that agrees qualitatively with movie popularity behavior seen in real systems [229].…”
Section: Incoming Recommendationssupporting
confidence: 73%
“…In our case, this comes about firstly because of the emergence of a strongly hierarchical distribution of high individual citation counts, such that the largest counts are finite fractions of the total sum; and secondly, because these largest counts fluctuate strongly between different histories. A somewhat similar phenomenon has been observed in a model for the dynamics of movie competition [46]: the late-time competition there observed between the best movies, characterised by very slow oscillations in their popularities, would yield a similar distribution f (Y ) to that of Figure 9. Conversely, we would also expect to see such slow oscillations between the dynamic fitnesses of the fittest papers in our model, in a given stochastic history.…”
Section: The Statistics Of Highest Citation Countssupporting
confidence: 74%
“…The influence is amplified with successive recommendations. We note that such perspective is employed to explain the evolution movie popularity [10,11], which yields consistent predictions compared with observed data. It is thus interesting to examine such influence on recommender systems.…”
supporting
confidence: 60%