Turing instabilities in prey–predator systems with dormancy of predators

Unstable subsystems cause Turing instability

(2012) Atsushi Anma et al.   Kodai Mathematical Journal

Propagation of Turing patterns in a plankton model

(2012) R. K. Upadhyay et al.   Journal of Biological Dynamics

A Nonlinear Stability Analysis of Vegetative Turing Pattern Formation for an Interaction–Diffusion Plant-Surface Water Model System in an Arid Flat Environment

(2011) Bonni J. Kealy et al.   BULLETIN OF MATHEMATICAL BIOLOGY

Dormancy of Predators Dependent on the Rate of Variation in Prey Density

(2011) Masataka Kuwamura et al.   SIAM JOURNAL ON APPLIED MATHEMATICS

An efficient and robust numerical algorithm for estimating parameters in Turing systems

(2010) Marcus R. Garvie et al.   JOURNAL OF COMPUTATIONAL PHYSICS

Implications of resting eggs of zooplankton for the paradox of enrichment

(2010) Takefumi Nakazawa et al.   POPULATION ECOLOGY

Mixed-mode oscillations and chaos in a prey-predator system with dormancy of predators

(2009) Masataka Kuwamura et al.   CHAOS

Self-replication of spatial patterns in a ratio-dependent predator–prey model

(2009) M. Banerjee   MATHEMATICAL AND COMPUTER MODELLING

Self-organized wave pattern in a predator-prey model

(2009) Gui-Quan Sun et al.   NONLINEAR DYNAMICS

Quiescence stabilizes predator–prey relations

(2009) L. Bilinsky et al.   Journal of Biological Dynamics

A minimum model of prey-predator system with dormancy of predators and the paradox of enrichment

(2008) Masataka Kuwamura et al.   JOURNAL OF MATHEMATICAL BIOLOGY