Birs- 20w5205: Interfacial Phenomena in Reaction-Diffusion Systems (Online)

  1. Title:
    Sharp discontinuous traveling waves in a hyperbolic Keller–Segel equation

    Speaker:

    Link:

  2. Title:
    Spreading speeds of nonlocal diffusion KPP equations

    Speaker:

    Link:

  3. Title:
    Propagating terraces in multidimensional and spatially periodic domains

    Speaker:

    Link:

  4. Title:
    Asymptotic behavior of solutions to level-set mean curvature flow equations with discontinuous source terms

    Speaker:

    Link:

  5. Title:
    The symmetry of stable solutions of semilinear elliptic equations

    Speaker:

    Link:

  6. Title:
    Reaction-diffusion equations in the half-space

    Speaker:

    Link:

  7. Title:
    Mathematical analysis of a reaction-diffusion model for Neolithic transition in Europe

    Speaker:

    Link:

  8. Title:
    Wave propagation in two-species strong competition models

    Speaker:

    Link:

  9. Title:
    Can chemotaxis speed up or slow down the spatial spreading in parabolic-elliptic Keller-Segel systems with logistic source?

    Speaker:

    Link:

  10. Title:
    Convergence to traveling wave for the logarithmic diffusion equation with reaction term

    Speaker:

    Link:

  11. Title:
    The principal eigenvalue problem for some second order elliptic and parabolic operators with large advection 

    Speaker:

    Link:

  12. Title:
    Fast reaction limit of three-components reaction-diffusion systems and free boundary problems describing population dynamics

    Speaker:

    Link:

  13. Title:
    Strong competition limit, traveling waves and best dispersal strategy for Lotka-Volterra competitive systems

    Speaker:

    Link: