Course title | Introduction to Complex Analysis - teaching at high schools |
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Course code | UMB/578U |
Organizational form of instruction | Lecture + Lesson |
Level of course | Bachelor |
Year of study | not specified |
Frequency of the course | In academic years starting with an even year (e.g. 2018/2019), in the winter semester. |
Semester | Winter |
Number of ECTS credits | 5 |
Language of instruction | Czech |
Status of course | unspecified |
Form of instruction | Face-to-face |
Work placements | This is not an internship |
Recommended optional programme components | None |
Lecturer(s) |
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Course content |
Content of lectures: Complex numbers, Gauss (complex) plane, complex functions of real and complex variables, derivatives, conformal mapping, integrals of complex functions, Cauchy theorem and formula, sequences of complex numbers, sequences and series of complex functions, Taylor and Laurent series, singular points and their classifications, residuals, residue theorem. Content of practicals: Practical examples, including evaluations in systems Mathematica and Matlab.
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Learning activities and teaching methods |
Monologic (reading, lecture, briefing), E-learning |
Learning outcomes |
Basic introduction to complex analysis.
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Prerequisites |
unspecified
UMB/CV010 ----- or ----- UMB/CV564 ----- or ----- UMB/010 ----- or ----- UMB/564 and UMB/565 and UMB/566 |
Assessment methods and criteria |
Oral examination, Written examination
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Recommended literature |
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Study plans that include the course |
Faculty | Study plan (Version) | Category of Branch/Specialization | Recommended semester |
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