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MT3503: Complex Analysis

This class was created by Brainscape user Josh Cargill. Visit their profile to learn more about the creator.

By: Josh Cargill
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Decks in this class (9)

Chapter 4: Contour Integration and Cauchy's Theorem
Definition of curve,
Definition of smooth curve,
Parametrisation of line segment
19  cards
Chapter 5: Consequences of Cauchy’s Theorem
Deformation theorem,
Cauchy s integral formula,
Liouville s theorem
5  cards
Chapter 2: Complex Numbers & Topology Of Complex Plane
Properties of complex numbers 1,
Properties of complex numbers 2,
Triangle inequality
5  cards
Chapter 3: Holomorphic Functions
Definition of differentiable,
Formal definition of limit,
Theorem 34
15  cards
Chapter 6: Harmonic Functions
Define harmonic function,
Harmonic function breakdown,
Harmonic function on open disc im...
5  cards
Chapter 7: Singularities, Poles and Residues
Define isolated singularity,
Define laurent series,
Define types of isolated singularity
10  cards
Chapter 8: Applications of Contour Integration
Indentation at a simple pole,
Jordan s inequality,
Cot z bound
3  cards
Chapter 9: Logarithms and Related Multifunctions
Define complex exponent power,
Log z derivative,
Define zero of order m
6  cards
Chapter 10: Locating and Counting Zeros and Poles
0  cards

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MT3503: Complex Analysis

  • Class purpose General learning

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