01:20:47
Euler MacLaurin Summation Formula
51:44
Gamma Function: Hankel Contour Definition
29:51
z^x: Raising Complex Numbers to Real Exponents All Cases Considered
23:30
Complex Sine and Cosine
35:01
Complex Gamma Function (Analytic Continuation)
14:30
Convergence of Gamma Function
33:01
Gamma Functional Equation
11:20
Power Rule for Functions with Complex Exponents
21:43
Complex Exponentiation
37:50
Complex Logarithm, Branch Points, and Branch Cuts
17:44
Legendre Duplication Formula
22:42
Beta Function
15:33
Gamma Function Sine Reflection Formula
11:11
Gamma Function: Equivalence of Integral and Infinite Product Definitions
57:44
Sine Infinite Product Formula and Wallis Product
50:17
Gamma Function: Integral Form
42:57
Gamma Function: Infinite Product Definition
36:22
Deriving Euler's Identity from Taylor Series
42:57
Taylor Series as Approximations of Area
29:29
Complex Numbers: An introduction
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Interesting math videos from an amateur. I am open to any helpful feedback to make these videos better. Thanks.
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