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20062019
most citedStrong interaction between plants induces circular barren patches: fairy circles

71 citations · 258 across the 10 of their papers we have counts for

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6 papers · 1 filter

nlin.PS2019★ 12 cited

Gapped vegetation patterns: crown/root allometry and snaking bifurcation

Jaime Cisternas, Daniel Escaff, M. Clerc +2

Nonuniform spatial distributions of vegetation in scarce environments consist of either gaps, bands often called tiger bush or patches that can be either self-organized or spatiall…

nlin.PS2017

Extended patchy ecosystems may increase their total biomass through self-replication

Mustapha Tlidi, Ignacio Bordeu, Marcel G. Clerc +1

Patches of vegetation consist of dense clusters of shrubs, grass, or trees, often found to be circular characteristic size, defined by the properties of the vegetation and terrain.…

nlin.PS2015★ 62 cited

On localized vegetation patterns, fairy circles and localized patches in arid landscapes

D. Escaff, C. Fernandez-Oto, M. G. Clerc +1

We investigate the formation of localized structures with a varying width in one and two-dimensional systems. The mechanism of stabilization is attributed to strong nonlocal coupli…

nlin.PS2014★ 41 cited

Plant clonal morphologies and spatial patterns as self-organized responses to resource-limited environments

P. Couteron, F. Anthelme, M. Clerc +3

We propose here to interpret and model peculiar plant morphologies (cushions, tussocks) observed in the Andean altiplano as localized structures. Such structures resulting in a pat…

nlin.PS2013★ 71 cited

Strong interaction between plants induces circular barren patches: fairy circles

C. Fernandez-Oto, M. Tlidi, D. Escaff +1

Vast landscapes extending from southern Angola, Namibia, and South Africa exhibit localised barren patches of vegetation called fairy circles. They consist of isolated or randomly…

nlin.PS2006

Transversal interface dynamics of a front connecting a stripe pattern to a uniform state

Marcel G. Clerc, Daniel Escaff, Rene Rojas

Interfaces in two-dimensional systems exhibit unexpected complex dynamical behaviors, the dynamics of a border connecting a stripe pattern and a uniform state is studied. Numerical…