S-Type Spaces For Two Dimensional Fractional Fourier-Mellin Transform
Integral transform have been successfully
used for almost two centuries in solving many problems
in applied mathematics, mathematical physics and
engineering science. Fourier transform diagonalizes all
linear time-invariant operators, which are building
blocks of signal processing and many other branches.
This paper introduced the Gelfand-Shilove type
topological spaces for generalized two dimensional
fractional Fourier-Mellin transform and also discussed
some topological properties.
Keywords: Fractional Fourier transform, Fractional
Mellin transform, Fractional Fourier-Mellin transform,