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Elliptic equations involving nonlocal operator with exponent variable
Elliptic equations involving nonlocal operator with exponent variable

Elliptic equations involving nonlocal operator with exponent variable

Lauren Maria Mezzomo , Bonaldo & Olímpio Hiroshi , Miyagaki

Paperback / Sewn | Engels
  • Available, delivery time 2-3 weeks.
  • Niet op voorraad in onze winkel
€54.90
Description

In this work, we are interested in the existence and multiplicity of nontrivial solutions for a class of elliptic problems. The first problem deals with the existence of nontrivial weak solutions to a class of elliptic equations involving a general nonlocal integrodifferential operator with variable exponent, two real parameters, and two weight functions, which can be sign-changing in a smooth bounded domain. The second problem deals with the existence and multiplicity of weak solutions involving the same operator, variable exponents without Ambrosetti and Rabinowitz type growth conditions and a positive real parameter in a smooth bounded domain.

Graduated in Mathematics Full Degree and Bachelor and Master in Mathematics at the Federal University of Santa Maria - UFSM / RS and PhD in Mathematics with emphasis on Partial Differential Equations, at the Federal University of São Carlos - UFSCar / SP.

Specifications
  • Publisher
    LAP LAMBERT Academic Publishing
  • Pub date
    Sep 2020
  • Pages
    100
  • Theme
    Math
  • Dimensions
    220 x 150 x 6 mm
  • Weight
    167 gram
  • EAN
    9786202801386
  • Product form
    Paperback / Sewn
  • Language
    Engels

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