Global well-posedness of the kdv equation on a star-shaped network and stabilization by saturated controllers

HIGHLIGHTS

• who: Hugo Parada and colleagues from the (UNIVERSITY) have published the research: Global Well-Posedness of the KdV Equation on a Star-Shaped Network and Stabilization by Saturated Controllers, in the Journal: (JOURNAL)
• what: This section is devoted to prove well-posedness results for (KdV-N)-(KdV-S) and_(LKdV-S); in particular, the authors focus on Theorem 1.3. In this paper, the global well-posedness was studied and the exponential stability of a KdV equation on a star-shaped network with internal saturated feedback terms has been established. In the work more general . . .
  

   

  

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