A Modified Test Function Method for Damped Wave Equations
By M. DʼAbbicco, Sandra Lucente. 2013
91 citations recorded by the source corpus.
Subfields: Control and Systems Engineering, Mathematical Physics, Numerical Analysis
View Paper: https://www.semanticscholar.org/paper/4e26694c38b085a2eb6472b5aad55cbcef3d48d7
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In Control and Systems Engineering
- M. DʼAbbicco
- Michael Reissig
- A. Palmieri
- Wanderley Nunes do Nascimento
- M. Ebert
- Masahiro Ikeda
- M. Sobajima
In Mathematical Physics
- M. DʼAbbicco
- Michael Reissig
- A. Palmieri
- Wanderley Nunes do Nascimento
- M. Ebert
- Masahiro Ikeda
- M. Sobajima
- Ryo Ikehata
In Numerical Analysis
Citations in the corpus
- The threshold of effective damping for semilinear wave equations (2015, background): “More precisely, for suitable, arbitrarily small data, there exists no global weak solution to (1) if p 1C 2=n and 1 [13].”
- Semi‐linear wave models with power non‐linearity and scale‐invariant time‐dependent mass and dissipation (2017, methodology): “It was recently shown in [4], [5] that when μ1 ≥ (5)3 if n = 1, μ1 ≥ 3 if n = 2 and μ1 ≥ n + 2 if n ≥ 3, then pFu j (n) is the critical exponent as in the general case with effective dissipation [7].”