Burstiness Scale: a highly parsimonious model for characterizing random series of events
Rodrigo A S Alves, Renato Assun\c{c}\~ao, Pedro O S Vaz de Melo

TL;DR
The paper introduces BuSca, a simple yet effective model combining Poisson and self-exciting processes to characterize and analyze diverse random series of events on the web.
Contribution
It proposes a highly parsimonious model for RSEs that captures burstiness using only two parameters and provides a fast method for parameter extraction.
Findings
BuSca accurately models RSEs across multiple online platforms.
The two-parameter model effectively captures burstiness and viral effects.
Validation on large datasets confirms the model's versatility and precision.
Abstract
The problem to accurately and parsimoniously characterize random series of events (RSEs) present in the Web, such as e-mail conversations or Twitter hashtags, is not trivial. Reports found in the literature reveal two apparent conflicting visions of how RSEs should be modeled. From one side, the Poissonian processes, of which consecutive events follow each other at a relatively regular time and should not be correlated. On the other side, the self-exciting processes, which are able to generate bursts of correlated events and periods of inactivities. The existence of many and sometimes conflicting approaches to model RSEs is a consequence of the unpredictability of the aggregated dynamics of our individual and routine activities, which sometimes show simple patterns, but sometimes results in irregular rising and falling trends. In this paper we propose a highly parsimonious way to…
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Taxonomy
TopicsComplex Network Analysis Techniques · Opinion Dynamics and Social Influence · Complex Systems and Time Series Analysis
