• Title of article

    On The Weak Solutions of The Compound Ultra-Hyperbolic Bessel Equation

  • Author/Authors

    Srisombat, Piladda Khon Kaen University - Department of Mathematics, Thailand , Nonlaopon, Kamsing Center of Excellence in Mathematics, Thailand

  • From page
    127
  • To page
    136
  • Abstract
    In this article, we have studied the compound ultra-hyperbolic Bessel equation of the form ∑{r=0}^{m}C_{r} □{B,c}^{r}u(x)=f(x),where □{B,c}^{r} is the ultra-hyperbolic Bessel operator iterated r-times, f is a given generalized function, u is an unknown function, x in R_{n}^+ and C_{r} is a constant. In this work, we study the weak solution u(x) of above the equation which is of the form ultra-hyperbolic Bessel operator and moreover, such a solution is unique.
  • Keywords
    Dirac , delta distribution , Ultra , hyperbolic Bessel operator , Tempered distribution
  • Journal title
    Selcuk Journal of Applied Mathematics
  • Journal title
    Selcuk Journal of Applied Mathematics
  • Record number

    2551858