On the Spreading Rate of the Soliton Perturbation for Relativistic Nonlinear Wave Equations

E. A. Kopylova; Yu. I. Karlovich; A. I. Komech; A. E. Merzon

doi:cma/1356039034

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Home > Journals > Commun. Math. Anal. > Volume 14 > Issue 2 > Article

2013 On the Spreading Rate of the Soliton Perturbation for Relativistic Nonlinear Wave Equations

E. A. Kopylova , Yu. I. Karlovich , A. I. Komech, A. E. Merzon

Commun. Math. Anal. 14(2): 95-102 (2013).

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Abstract

We consider nonlinear relativistic wave equations in one space dimension and prove the spreading rate estimates for a general class of potentials. Such estimates play an important role in studying the asymptotic stability of solitons.

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E. A. Kopylova , Yu. I. Karlovich , A. I. Komech, and A. E. Merzon "On the Spreading Rate of the Soliton Perturbation for Relativistic Nonlinear Wave Equations," Communications in Mathematical Analysis 14(2), 95-102, (2013). https://doi.org/

Published: 2013

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Commun. Math. Anal.

Vol.14 • No. 2 • 2013

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E. A. Kopylova , Yu. I. Karlovich , A. I. Komech, A. E. Merzon "On the Spreading Rate of the Soliton Perturbation for Relativistic Nonlinear Wave Equations," Communications in Mathematical Analysis, Commun. Math. Anal. 14(2), 95-102, (2013)

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