Ingegneria Informatica (Academic Year 2009/2010)

Complex Analysis

CFU: 5

Content language:Arabic

Professor

Professor not available

List of lessons

• Lesson n. 1: the set of complex number		Mashhoor Refai
• Lesson n. 6: Conjugate of complex numbers		Mashhoor Refai
• Lesson n. 7: Moduli of complex numbers		Mashhoor Refai
• Lesson n. 11: Absolute value properties		Mashhoor Refai
• Lesson n. 13: The n-th roots of complex numbers		Mashhoor Refai
• Lesson n. 17: Complex Functions		Mashhoor Refai
• Lesson n. 20: Limits and Continuity		Mashhoor Refai
• Lesson n. 23: Complex differentiation		Mashhoor Refai
• Lesson n. 26: Cauchy – Riemann Equations -		Mashhoor Refai
• Lesson n. 29: Euler formula		Mashhoor Refai
• Lesson n. 32: Logarithms and Exponents		Mashhoor Refai
• Lesson n. 36: Complex Integral		Mashhoor Refai
• Lesson n. 37: The line integral		Mashhoor Refai
• Lesson n. 42: Antiderivatives		Mashhoor Refai
• Lesson n. 43: Cauchy - Goursat Theorem		Mashhoor Refai
• Lesson n. 48: Cauchy Integral Formula		Mashhoor Refai
• Lesson n. 50: Taylor and Maclaurin Series		Mashhoor Refai
• Lesson n. 54: Laurant Series		Mashhoor Refai
• Lesson n. 57: The other Formulas Of Cauchy		Mashhoor Refai
• Lesson n. 58: Residue theorem		Mashhoor Refai
• Lesson n. 62: Laplace transforms I		Mashhoor Refai
• Lesson n. 64: Laplace transforms II		Mashhoor Refai
• Lesson n. 69: Inverse of Laplace transform		Mashhoor Refai
• Lesson n. 71: Convolution property and Dirac delta function		Mashhoor Refai
• Lesson n. 75: Fourier transforms		Mashhoor Refai