The initial value problem for the 1-D semilinear Schrưdinger equation in Besov spaces /

Míreanna Comhchosúla

• Microlocal smoothing effect for Schrưdinger equations in Gevrey spaces /
  le: Kajitani, Kunihiko.
• Global estimates for solutions of Initial-Boundary Value Problem for a semilinear wave equation with a singular damping /
  le: Ebihara, Yukiyoshi.
• Focusing nonlinear schrưdinger equation and wave-packet collapse /
  le: Sulem, Catherine.
• Sufficient condition for the initial data of the KdV equation for the existence of more than one soliton /
  le: Kobayashi, Reido.
• Estimates of the Besov norms on the fractal boundary and applications /
  le: Watanabe, Hisako.