5. Semester · Elective · 3+0+0 · 5 ECTS
Fourier Integrals (Definition, Trigonometric type, Existence Theorem), Fourier Transforms (Definition, properties, cosine and sine transformations, inverse transformations), Transformations of Generalized Functions (Test Function, Impulsive Function), Fourier Transforms of some singular and periodic functions, Laplace Transforms (Definition, Properties, Transformations of derivative and integrals, Inverse transformations), Naturel Transforms, Sumudu Transforms, Hankel Transforms and applications, Melin Transforms and applications, Solution of Differential Equations Systems with Laplace Transformations, Solution Methods of Differential Equations and its Systems with Fourier Transformations.
End-of-term exam
