Abstract:
ELzaki transform, is a new integral transform, whose fundamental properties are presented in
this paper, is little known and not widely used. Here the ELzaki transform used to solve
problems without resorting to a new frequency domain. In this paper we provide ELzaki
transform for a more comprehensive list of functions and we introduce more general shift
theorems. Further, we use Laplace-ELzaki duality (LED) to invoke a complex inverse ELzaki
transform, as a Bromwhich contour integral formula. Lastly this paper presented applications to
Bessel‟s equation
