Application of Neutrosophic Fourier Transform in solving Heat Equation and Integral Equation

Fourier transform is one of the oldest and well-known technique in the field of mathematics and engineering mathematical works. As the concept of uncertainty has been introduced in the mathematics, most of the works gravitate towards the use Neutrosophic set. So, it is also important to study the Fourier transform in the sense of Neutrosophic set. In this paper we have applied the Neutrosophic Fourier transform in solving heat equation, and integral equation. Where detailed examples are given to clarify each case. Keywords: Fourier Transform, Neutrosophic Fourier Transform, Neoutrosophic Function. Abreviation: F.T.= Fourier transform N.F.T.=Neutrosophic Fourier Transform F.S.T= Fourier sine transform F.C.T.= Fourier cosine transform N.R.N.= Neutrosophic real number N.C.N.= Neutrosophic complex number