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Pattern dynamics of vegetation based on optimal control theory
LF Hou, L Li, L Chang, Z Wang, GQ Sun - Nonlinear Dynamics, 2025 - Springer
Vegetation pattern dynamics is a pivotal research domain in ecology, which can reveal the
impact of the non-uniform distribution of vegetation on ecosystem structure and function …
impact of the non-uniform distribution of vegetation on ecosystem structure and function …
Agricultural land use and the sustainability of social-ecological systems
Agricultural land expansion and intensification, driven by human consumption of agricultural
goods, are among the major threats to environmental degradation and biodiversity …
goods, are among the major threats to environmental degradation and biodiversity …
[HTML][HTML] Effects of feedback regulation on vegetation patterns in semi-arid environments
GQ Sun, CH Wang, LL Chang, YP Wu, L Li… - Applied Mathematical …, 2018 - Elsevier
It is well known that vegetation patterns characterize the distribution of the vegetation and
provide some signs for vegetation protection. The positive feedbacks regulation between the …
provide some signs for vegetation protection. The positive feedbacks regulation between the …
Oscillatory periodic pattern dynamics in hyperbolic reaction-advection-diffusion models
In this work we consider a quite general class of two-species hyperbolic reaction-advection-
diffusion system with the main aim of elucidating the role played by inertial effects in the …
diffusion system with the main aim of elucidating the role played by inertial effects in the …
Bistability, wave pinning and localisation in natural reaction–diffusion systems
A synthesis is presented of recent work by the authors and others on the formation of
localised patterns, isolated spots, or sharp fronts in models of natural processes governed …
localised patterns, isolated spots, or sharp fronts in models of natural processes governed …
Bifurcation structure of localized states in the Lugiato-Lefever equation with anomalous dispersion
The origin, stability, and bifurcation structure of different types of bright localized structures
described by the Lugiato-Lefever equation are studied. This mean field model describes the …
described by the Lugiato-Lefever equation are studied. This mean field model describes the …
Localized patterns and semi-strong interaction, a unifying framework for reaction–diffusion systems
F Al Saadi, A Champneys… - IMA Journal of Applied …, 2021 - academic.oup.com
Abstract Systems of activator–inhibitor reaction–diffusion equations posed on an infinite line
are studied using a variety of analytical and numerical methods. A canonical form is …
are studied using a variety of analytical and numerical methods. A canonical form is …
Unified framework for localized patterns in reaction–diffusion systems; the Gray–Scott and Gierer–Meinhardt cases
F Al Saadi, A Champneys - Philosophical Transactions of …, 2021 - royalsocietypublishing.org
A recent study of canonical activator-inhibitor Schnakenberg-like models posed on an
infinite line is extended to include models, such as Gray–Scott, with bistability of …
infinite line is extended to include models, such as Gray–Scott, with bistability of …
[HTML][HTML] Dryland vegetation pattern dynamics driven by inertial effects and secondary seed dispersal
This manuscript tackles the study of vegetation pattern dynamics driven by inertial effects
and secondary seed dispersal. To achieve this goal, an hyperbolic extension of the classical …
and secondary seed dispersal. To achieve this goal, an hyperbolic extension of the classical …