| Müfredat Adı | Ders Kodu | Ders Adı | Ders Türü | Dönem | AKTS | Teorik | Uygulama |
| 2020 Elektrik ve Elektronik Mühendisliği (İngilizce) | MATH2052 | Engineering Mathematics | Zorunlu | 4 | 5,00 | 3 | 0 |
| Müfredat Adı | Ders Kodu | Ders Adı | Ders Türü | Dönem | AKTS | Teorik | Uygulama |
| 2020 Elektrik ve Elektronik Mühendisliği (İngilizce) | MATH2052 | Engineering Mathematics | Zorunlu | 4 | 5,00 | 3 | 0 |
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Türkçe
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| Hafta | Teorik |
|---|---|
| 1 | Complex numbers and their properties; Complex plane. |
| 2 | Polar form; Powers and roots; Set of points in the complex plane; Applications. |
| 3 | Complex functions; Mappings. |
| 4 | Special power functions; Reciprocal function; Limit and continuity; Applications. |
| 5 | Differentiability and analyticity; Cauchy-Riemann equations. |
| 6 | Harmonic functions; Applications. |
| 7 | Exponential and logarithmic functions; Complex powers . |
| 8 | Trigonometric and hyperbolic functions; Inverse trigonometric and hyperbolic functions; Applications. |
| 9 | #Midterm Exam# |
| 10 | Integration in the complex plane; Cauchy-Goursat theorem; Independence of path. |
| 11 | Cauchy’s integral formulas and their consequences; Applications. |
| 12 | Sequences and series; Taylor series, Laurent series; Zeros and poles. |
| 13 | Residues and residue theorem; Some consequences of the residue; Applications. |
| 14 | Conformal mappings; Linear fractional transformations. |
| 15 | Schwarz-Christoffel transformations; Poison integral formulas; Applications. |
| 16 | Final exam preparation |
| 17 | Final |