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Complex analysis
Multivalued analytic functions
[
265
/
63%
]
Subtopics
Integrals of regular branches
[
55
/
89%
]
Values and expansions of regular branches
[
42
/
86%
]
Taylor and Laurent expansions of regular branches of multivalued functions
[
36
/
75%
]
Singular points of complete analytic functions
[
33
/
33%
]
Real integrals of multivalued functions via residues
[
28
/
46%
]
Extraction of regular branches
[
27
/
30%
]
Complete analytic functions defined by multivalued formulas
[
15
/
20%
]
Increment of the argument along a curve
[
15
/
80%
]
Values of the complex logarithm and complex powers
[
12
/
100%
]
Univalence of regular branches
[
9
/
44%
]
Puiseux expansions at branch points
[
8
/
50%
]
Algebraic functions
[
7
/
86%
]
Holomorphic logarithms and roots of nonvanishing functions
[
7
/
71%
]
Jump problem for holomorphic functions
[
3
/
33%
]
Maximum principles for multivalued analytic functions
[
2
/
100%
]