This brief essay reviews an approach to defining and then detecting the emergence of complexity in nonlinear processes. It is, in fact, a synopsis of Reference [1] that leaves out the technical ...
Predicting how ecological communities will respond to disturbances is notoriously challenging, especially given the variability in species' responses within the same community. Focusing solely on ...
Proceedings of the National Academy of Sciences of the United States of America ...
The scale and terms of borrowing in an economy depend on the manner in which wealth is distributed across potential creditors with heterogeneous beliefs about the future. This distribution evolves ...
Dakos, Vasilis; Chris A. Boulton; Joshua E. Buxton; Jesse F. Abrams; Beatriz Arellano-Nava; Daivd I. Armstrong McKay; Sebastian Bathiany; Lana Blaschke; Niklas Boers ...
We study a nonlinear bounded-confidence model (BCM) of continuous-time opinion dynamics on networks with both persuadable individuals and zealots. The model is parameterized by a nonnegative scalar ', ...
Belief dynamics has an important role in shaping our responses to natural and societal phenomena, ranging from climate change and pandemics to immigration and conflicts. Researchers often base their ...
Judicial reform efforts aimed at rectifying historical gender and racial inequalities understandably focus on increasing the number of women and people of color on the bench. While this is an ...
We investigate the impact of noise on parameter fitting for an Ornstein-Uhlenbeck process, focusing on the effects of multiplicative and thermal noise on the accuracy of signal separation. To address ...
The coevolutionary dynamics of lytic viruses and microbes with CRISPR-Cas immunity exhibit alternations between sustained host control of viral proliferation and major viral epidemics in previous ...
Cuddington, Kim; Karen C. Abbott; Fred Adleer; Mehmet Aydeniz; Louis J. Gross; Alan Hastings; Elizabeth A. Hobson; Vadim A. Karatayev; Alexander Killion et al. New graduate students in biology ...
The Boltzmann-Gibbs-von Neumann-Shannon additive entropy SBG = k a i pi ln pi as well as its continuous and quantum counterparts, constitute the grounding concept on which the BG statistical mechanics ...
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