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[CA/Week 4] 4. Extraction of the regular branch of the log function.
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Week 4 of the course "Complex Analysis" is dedicated to multivalued functions and regular branches. The focus is put on practice with power type and log-type composite functions.
Topics of the course:
1. Algebra of complex numbers. Differentiation and integration in a complex plane.
2. Singularities of functions of complex variables.
3. Contour integration. Residue theory. Jordan's lemma.
4. Multivalued functions and regular branches
5. Analytical continuation and Riemann surfaces.
6. Integrals with multivalued functions.
7. Gamma function and its applications.
Topics of the course:
1. Algebra of complex numbers. Differentiation and integration in a complex plane.
2. Singularities of functions of complex variables.
3. Contour integration. Residue theory. Jordan's lemma.
4. Multivalued functions and regular branches
5. Analytical continuation and Riemann surfaces.
6. Integrals with multivalued functions.
7. Gamma function and its applications.
[CA/Week 4] 4. Extraction of the regular branch of the log function.
[CA/Week 4] 3. Extraction of the regular branch of the power type function [example]
[CA/Week 4] 2. Extraction of the regular branch of the power type function [theory]
[CA/Week 4] 5. Practice with regular branches I.
[CA/Week 4] 8. Practice with regular branches IV.
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[CA/Week 4] 13. Practice with regular branches VII.
[CA/Week 4] 1. Introduction.
[CA/Week 4] 7. Practice with regular branches III.
[CA/Week 4] 6. Practice with regular branches II.
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