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Special Mathematics in Engineering - UTCN
CS20.00

Description
 | Operations with complex numbers. Topology in C.
 | Monogenic functions. The Cauchy-Riemann conditions.
 | Holomorphic functions. Elementary functions.
 | The complex integral. Cauchy’s integral theorem and integral formula. Taylor and Laurent series. 
   Singular points, classification.
 | Taylor series. Laurent series.
 | The Residue Theorem. Applications.
 | The integral Fourier transform. Definition and properties.
 | Convolution product. Applications of the Fourier transform.
 | The discrete Fourier transform. Definition and properties
 | The Laplace transform. Definition and properties.
 | The inverse Laplace transform. Properties.
 | Applications of the Laplace transform.
 | The z transform. Definition, properties. Applications.
 | Notions of Distribution theory.

Crédits ECTS
5

Langue d'enseignement
English

Langue d'examen
English

Langue des supports pédagogiques
English

Acquis d'apprentissage fondamentaux

Entité de gestion (faculté)
Automation and Computer Science Faculty - UTCN