World's Best Scientists 2026 revealed!

D-Index & Metrics

Mathematics

D-Index
30
Citations
4892
World Ranking
3461
National Ranking
83

Best Publications

  • A blow-up mechanism for a chemotaxis model

    Miguel A. Herrero;Juan J. L. Velazquez

  • Singularity patterns in a chemotaxis model

    Miguel A. Herrero;Juan J. L. Velázquez

  • Chemotactic collapse for the Keller-Segel model.

    Miguel A. Herrero;Juan J. L. Velázquez

  • Blow-up behaviour of one-dimensional semilinear parabolic equations

    Miguel A. Herrero;J.J. L. Velázquez

  • On the Cauchy problem and initial traces for a degenerate parabolic equation

    E. Di Benedetto;Miguel A. Herrero

  • The Cauchy problem for _{}=Δ^{} when 0<<1

    Miguel A. Herrero;Michel Pierre

  • Finite-time aggregation into a single point in a reaction - diffusion system

    M A Herrero;E Medina;J J L Velázquez

  • Explosion de solutions d'équations paraboliques semilinéaires supercritiques

    Miguel A. Herrero;J.J. L. Velázquez

  • Non-negative solutions of the evolution p-Laplacian equation. Initial traces and cauchy problem when 1<p<2

    E. Di Benedetto;E. Di Benedetto;Miguel A. Herrero;Miguel A. Herrero

  • Fast blow-up mechanisms for sign-changing solutions of a semilinear parabolic equation with critical nonlinearity

    Stathis Filippas;Miguel A Herrero;Juan J.L Velazquez

  • Self-similar blow-up for a reaction-diffusion system

    M. A. Herrero;E. Medina;J. J. L. Velázquez

  • On the propagation properties of a nonlinear degenerate parabolic equation

    Miguel A. Herrero;Juan Luis Vazquez

  • Liouville theorems and blow up behaviour in semilinear reaction diffusion systems

    D. Andreucci;Miguel A. Herrero;J.J. L. Velázquez

  • Extinction properties of semilinear heat equations with strong absorption

    Avner Friedman;Miguel A Herrero

  • An Emerging Allee Effect Is Critical for Tumor Initiation and Persistence.

    Katrin Böttger;Haralambos Hatzikirou;Anja Voss-Böhme;Anja Voss-Böhme;Elisabetta Ada Cavalcanti-Adam;Elisabetta Ada Cavalcanti-Adam

  • Blow–Up Profiles in One–Dimensional. Semilinear Parabolic Problems

    Miguel A. Herrero;J.J. L. Velázquez

  • Estimates on the support of the solutions of some nonlinear elliptic and parabolic problems

    J. I. Díaz;M. A. Herrero

  • Generic behaviour of one-dimensional blow up patterns

    Miguel A. Herrero;J.J. L. Velázquez

  • The one-dimensional nonlinear heat equation with absorption: regularity of solutions and interfaces

    Migual A. Herrero;Juan L. Vázquez

  • The Cauchy problem for ut = Δu(m) when 0<m<1

    Miguel A. Herrero;Michel Pierre

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