All Stories

  1. On the weakly degenerate Allen-Cahn equation

    Article • Advances in Nonlinear Analysis, May 2019, De Gruyter

    Maicon M Sônego

  2. Stability results for a reaction-diffusion problem with mixed boundary conditions and applications to some symmetric cases

    Article • Journal of Mathematical Analysis and Applications, June 2018, Elsevier

    Maicon M Sônego

  3. Existence of radially symmetric patterns for a diffusion problem with variable diffusivity

    Article • Electronic journal of qualitative theory of differential equations, January 2017, University of Szeged

    Maicon M Sônego

  4. Patterns in a balanced bistable equation with heterogeneous environments on surfaces of revolution

    Article • Differential Equations & Applications, January 2016, Element d.o.o.

    Maicon M Sônego

  5. Stability and instability of solutions of semilinear problems with Dirichlet boundary condition on surfaces of revolution

    Article • Electronic journal of qualitative theory of differential equations, January 2016, University of Szeged

    Maicon M Sônego

  6. Stable equilibria to a singularly perturbed reaction–diffusion equation in a degenerated heterogeneous environment

    Article • Journal of Mathematical Analysis and Applications, January 2016, Elsevier

    Maicon M Sônego

  7. Stable equilibria of a singularly perturbed reaction–diffusion equation when the roots of the degenerate equation contact or intersect along a non-smooth hypersurface

    Article • Journal of Evolution Equations, November 2015, Springer Science + Business Media

    Maicon M Sônego

  8. Stable Transition Layers to Singularly Perturbed Spatially Inhomogeneous Allen-Cahn Equation

    Article • Advanced Nonlinear Studies, January 2015, De Gruyter

    Maicon M Sônego

  9. The roles of diffusivity and curvature in patterns on surfaces of revolution

    Article • Journal of Mathematical Analysis and Applications, April 2014, Elsevier

    Maicon M Sônego