BAS, TU SofiaTeaching
Lectures |
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1. Complex Analysis |
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Lecture 1 |
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Lecture 2 |
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Lecture 3 |
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Lecture 4 |
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Lecture 5 |
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Lecture 6 |
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Lecture 7 |
Cauchy's integral theorem and Cauchy's integral formula [ en , bg ( appendix ) ] |
Lecture 8 |
Cauchy's integral theorem and its consequences [ en , bg ( appendix ) ] |
Lecture 9 |
Series representation for analytic functions [ en , bg ( appendix ) ] |
Lecture 10 |
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Lecture 11 |
Residue theory, the Argument Principle and Rouche's theorem [ bg ( appendix ) ] |
Lecture 12 |
Applications of Residue theory to evaluation of Integrals [ bg] |
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2. Potential Theory |
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Lecture 1 |
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Lecture 2 |
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Lecture 3 |
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Lecture 4 |
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Lecture 5 |
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Lecture 6 |
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Lecture 7 |
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Lecture 8 |
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3. Hoehere Mathematik 2 (FDIBA) |
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Lecture 1 |
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Lecture 2 |
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Lecture 3 |
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Lecture 4 |
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Lecture 5 |
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Lecture 6 |
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Lecture 7 |
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Lecture 8 |
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Lecture 9 |
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Lecture 8 |
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Lecture 8 |
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Lecture 9 |
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Lecture 10 |
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Lecture 11 |
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4. Tests |
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Test April
; Test
May ; Test
June ; Test
March 2008 ; Exam
2006 ; Wasser-Transportwesen
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5. Testbook complex analysis |
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