Gonzalo Pablo Suárez

TL;DR: A nonlinear Fokker-Planck equation is obtained in the continuous limit of a one-dimensional lattice with an energy landscape of wells and barriers and a relation between the mean-field potential and the microscopic interaction energy is derived.

TL;DR: A modified Fick-Jacobs equation is introduced, considering particles that interact through a hard-core potential, and the equation is solved with numerical methods for the case of symmetric and asymmetric cavities.

TL;DR: It is demonstrated how public risk perception of both disease and pesticides may drastically impact the spread of a mosquito-borne disease in a susceptible population, and concludes that models hoping to inform public health decision making about how best to mitigate arboviral disease risks should explicitly consider the potential public demand for, or rejection of, chemical control of mosquito populations.

TL;DR: Mirabella, D. as discussed by the authors, D. A.. Consejo Nacional de Investigaciones Cientificas y Tecnicas. Instituto de Investigación En Ciencia y Tecnologia de Materiales (i); Argentina. Facultad de Ingenieria; Argentina.

TL;DR: Suarez et al. as discussed by the authors studied the relationship between the shape of the substrate, the correlations of the fluctuations and the mass, geometry, interaction and density of the particles, and showed that the same notions apply to a bewildering variety of problems at very different scales, from the small nano or micro-scale, where thermal fluctuations effects dominate, up to very large scales including ubiquitous cooperative phenomena in granular materials.