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Conference publicationsВлияние конвекции на двумерную динамику в нелокальной реакционно-диффузионной моделиPattern formation described by the scalar Fisher-Kolmogorov-Petrovsky-Piscounov equation with nonlocal competition loses and convection linear on coordinates is considered numerically. Initial function localized around a point is shown to transform in a function localized around a ring with symmetrically sited local maxima. The ring radius and number of maxima depend on convection. |