Inner Product Spaces (reminder). Orthogonal Systems. Convergence In Norm of Fourier Series and Their Derivatives, Pointwise and Uniform Convergence. Fourier Transform and Its Properties. Convolution. Applications to Pde. Applications to Signal Analysis. Laplace Transform and Its Properties. Applications to Ode and Integral Equations.

Faculty: Mathematics
|Undergraduate Studies

Pre-required courses

(104013 - Differential and Integral Calculus 2t and 104136 - Ordinary Differential Equations M) or (104013 - Differential and Integral Calculus 2t and 104035 - Ordinary Dif.equations and Calculus 2h) or (104013 - Differential and Integral Calculus 2t and 104135 - Ordinary Differential Equations/t)


Parallel course

104038 - Algebra 2m 104215 - Complex Functions A


Course with no extra credit

104219 104221 - Complex Functions and Integral Transform 104223 - Partial Differen.equa.and Fourier Series 234299 - Math. Methods For Computer Applications


Course with no extra credit (contains)

104273 - Int.to Functional and Fourier Analysis 104276 - Introduction to Functional Analysis


Semestrial Information