Published in J Biol Dyn on July 01, 2010
Nonlinear stability analyses of Turing patterns for a mussel-algae model. J Math Biol (2014) 0.84
Self-organized patchiness and catastrophic shifts in ecosystems. Science (2004) 5.90
Self-organization of vegetation in arid ecosystems. Am Nat (2002) 2.85
Regular and irregular patterns in semiarid vegetation Science (1999) 2.06
Diversity of vegetation patterns and desertification. Phys Rev Lett (2001) 1.76
Localized vegetation patches: a self-organized response to resource scarcity. Phys Rev E Stat Nonlin Soft Matter Phys (2002) 1.57
An analysis of vegetation stripe formation in semi-arid landscapes. J Math Biol (2005) 1.02
Effects of Boundaries on Pattern Formation: Catalytic Oxidation of CO on Platinum. Science (1994) 0.96
Hexagons and squares in a passive nonlinear optical system. Phys Rev A (1994) 0.89
Mathematical models for pressure controlled ventilation of oleic acid-injured pigs. Math Med Biol (2005) 0.80
[Bactericidal effect of hydrated lime in aqueous solution]. Bol Oficina Sanit Panam (1995) 0.75
Age structure in predator-prey systems: intraspecific carnivore interaction, passive diffusion, and the paradox of enrichment. J Math Biol (1983) 0.75
Relating damped oscillations to sustained limit cycles describing real and ideal batch fermentation processes. Biosystems (1986) 0.75
Simulation of pulsatile flow of blood in stenosed coronary artery bypass with graft. Math Biosci Eng (2006) 0.75