Open AccessA Nonlinear $r(x)$-Kirchhoff Type Hyperbolic Equation: Stability Result and Blow up of Solutions with Positive Initial Energy
Author(s) -
Mohammad Shahrouzi,
Jorge Ferreira
Publication year - 2021
Publication title -
communications in advanced mathematical sciences
Language(s) - English
Resource type - Journals
ISSN - 2651-4001
DOI - 10.33434/cams.941324
Subject(s) - nabla symbol , mathematics , omega , mathematical analysis , dirichlet boundary condition , exponent , type (biology) , nonlinear system , energy (signal processing) , boundary value problem , mathematical physics , boundary (topology) , variable (mathematics) , physics , quantum mechanics , ecology , linguistics , philosophy , statistics , biology
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