• Title of article

    Conformable Double Sumudu Transform with Applications

  • Author/Authors

    Alfaqeih, S. Department of Mathematics - Faculty of Science - Ege University, Izmir, TURKEY , Bakıcıerler, G. Department of Mathematics - Faculty of Science - Ege University, Izmir, TURKEY , Mısırlı, E. Department of Mathematics - Faculty of Science - Ege University, Izmir, TURKEY

  • Pages
    9
  • From page
    578
  • To page
    586
  • Abstract
    Recently, a new deformation of the Sumudu transforms namely, conformable Sumudu transform has been introduced. In this article, we generalize the concept of one-dimensional conformable Sumudu transform into two-dimensional conformable Sumudu transform namely, conformable double Sumudu transform. Further, we present and prove some main properties and theorems related to the introduced transform. In order to illustrate the validity, efficiency, and applicability of the proposed transform, we apply the conformable double Sumudu transform to solve initial and boundary value problems of conformable fractional partial differential equations.
  • Keywords
    Conformable fractional derivative , Partial differential equation , Telegraph Equation , Mittag-Leffler function , Sumudu transform
  • Journal title
    Journal of Applied and Computational Mechanics
  • Serial Year
    2021
  • Record number

    2558443