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Authors: EUGENIO CABANILLAS LAPA, ZACARIAS L. HUARINGA SEGURA, JUAN B. BERNUI BARROS, EDUARDO V. TRUJILLO FLORES.
DOI: 10.24193/subbmath.2020.4.05
Published Online: 2020-11-28
Published Print: 2020-12-20
pp. 543-559
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ABSTRACT: This work is concerned with a class of diffusion problem of Kirchhoff type with viscoelastic term and nonlinear interior source in the setting of the fractional Laplacian. Under suitable conditions we prove the existence of global solutions and the exponential decay of the energy.
Keywords: Kirchhoff-type diffusion problem, fractional Laplacian, local existence, Galerkin method.
