Tesi etd-09012015-100303 | 
    Link copiato negli appunti
  
    Tipo di tesi
  
  
    Tesi di laurea magistrale
  
    Autore
  
  
    ANTICO, MANUEL  
  
    URN
  
  
    etd-09012015-100303
  
    Titolo
  
  
    Strichartz estimates for Nonlinear Wave Equation
  
    Dipartimento
  
  
    MATEMATICA
  
    Corso di studi
  
  
    MATEMATICA
  
    Relatori
  
  
    relatore Prof. Gueorguiev, Vladimir Simeonov
  
    Parole chiave
  
  - Equation
 - Nonlinear
 - Strichartz
 - Wave
 
    Data inizio appello
  
  
    18/09/2015
  
    Consultabilità
  
  
    Completa
  
    Riassunto
  
  One of the most studied mathematical models in the modern and contemporary analysis area is represented by the Cauchy problem associated to the nonlinear wave equation (NLW).
The first obstacle to the study of this equation is no doubt establishing conditions of existence of a solution - at least a time-local one - and its regularty, which is important too. In fact, while we're able to say a lot of things about the linear equation, NLW still today conceals secrets and several approaches are being tempted in order to learn about it.
The first obstacle to the study of this equation is no doubt establishing conditions of existence of a solution - at least a time-local one - and its regularty, which is important too. In fact, while we're able to say a lot of things about the linear equation, NLW still today conceals secrets and several approaches are being tempted in order to learn about it.
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