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Complex Analysis10 parts, 10 h 42 minSubscribe
Complex AnalysisSum to Integrals
45:13
Part 1 of 10 / Opening

Every number before i

1Part 1Every number before i45:132Part 2A new number, and how to add, multiply and divide it49:453Part 3The mirror and the ruler1:12:474Part 4Angles, the circle, and the two formulas everything rests on1:08:525Part 5Infinite sums, e^z, and where Euler's formula comes from1:32:586Part 6Polar form, e to the i theta, and De Moivre's theorem1:19:117Part 7The sine of a complex number, and the hyperbolic functions1:04:308Part 8Roots and logarithms, the five questions worked in full1:35:559Part 9Complex Analysis: limit, continuity, differentiability, and Cauchy's theorem34:5310Part 10Beyond Cauchy's Integral Formula: Laurent series explained37:26
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