ECE 260 --- Complex Analysis

The time offsets for the various slides in this video are as follows:
[00:00]: [complex] Unit: Complex Analysis
[00:26]: [complex] Complex Numbers
[01:45]: [complex] Complex Numbers (Continued)
[03:07]: [complex] Geometric Interpretation of Cartesian and Polar Forms
[03:58]: [complex] The arctan Function
[07:14]: [complex] The atan2 Function
[08:32]: [complex] Conversion Between Cartesian and Polar Form
[09:46]: [complex] Properties of Complex Numbers
[11:02]: [complex] Conjugation
[12:08]: [complex] Properties of Conjugation
[13:37]: [complex] Addition
[14:38]: [complex] Multiplication
[15:44]: [complex] Division
[17:47]: [complex] Properties of the Magnitude and Argument
[18:56]: [complex] Euler's Relation and De Moivre's Theorem
[20:06]: [complex] Roots of Complex Numbers
[21:05]: [complex] Quadratic Formula
[22:04]: [complex] Complex Functions
[23:35]: [complex] Continuity
[25:11]: [complex] Differentiability
[26:40]: [complex] Open Disks
[27:53]: [complex] Analyticity
[29:51]: [complex] Example A.10
[30:27]: [complex] Example A.11
[31:25]: [complex] Zeros and Singularities
[35:20]: [complex] Zeros and Poles of a Rational Function
[39:00]: [complex] Example A.12

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