Permanence under strong aggressions is possible
Existence and uniqueness for the predator-prey model with diffusion in the scalar case.
We solve the problem of the existence and uniqueness of coexistence states for the classical predator-prey model of Lotka-Volterra with diffusion in the scalar case.
Large solutions, metasolutions, and asymptotic behaviour of the regular positive solutions of sublinear parabolic problems.
Varying domains in a general class of sublinear elliptic problems.
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