Infectious diseases are a threat to human health and a hindrance to societal development.
Consequently, the spread of diseases in both time and space has been widely studied …

The theory of reaction–diffusion waves begins in the 1930s with the works in population
dynamics, combustion theory and chemical kinetics. At the present time, it is a well …

How populations distribute in both space and time is one of the key issues in ecological
systems, which can characterize the relationship between populations, space–time structure …

Many ecosystems develop strikingly regular spatial patterns because of small-scale
interactions between organisms, a process generally referred to as spatial self-organization …

Exploiting powerful techniques from physics and mathematics, this book studies animal
movement in ecology, with a focus on epidemic spread. Pulmonary syndrome is not only …

Patterns, fronts, and localized structures of a prototypical model for population dynamics
interaction are studied. The physical content of the model is the coexistence of a simple …

This book provides a graduate-level introduction to three powerful and closely related
techniques in condensed matter physics: memory functions, projection operators, and the …

We analyze and compute an extension of a previously developed population model based
on the well-known diffusive logistic equation with nonlocal interaction, to a system involving …

We present an analytic study of traveling fronts, localized colonies, and extended patterns
arising from a reaction-diffusion equation which incorporates simultaneously two features …

We consider predator invasions for the nonlocal Holling–Tanner model. Predators are
introduced in a small region adjacent to an extensive predator-free region. In its simplest …