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Asymptotic profile of solutions for some wave equations with very strong structural damping

Published 22 Jun 2017 in math.AP | (1706.07174v1)

Abstract: We consider the Cauchy problem in Rn for some types of damped wave equations. We derive asymptotic profiles of solutions with weighted L{1,1}(Rn) initial data by employing a simple method introduced by the first author. The obtained results will include regularity loss type estimates, which are essentially new in this kind of equations.

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Authors (2)

  1. Ryo Ikehata 
  2. Shin Iyota 

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