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596.C4.2 Derivative of a Complex Function: The Amplitwist
00:19:15
596C.C4.1 Rethinking the Meaning of Derivative: Real Case
00:15:33
596C.C3.A Applying Complex Exponential and Log to M.C. Escher
00:08:25
596.C3.9 Complex Exponential and Logarithm - Mapping Properties
00:20:45
596C.C3.8 The Complex Exponential Function - Algebra
00:07:05
596C.C3.7 The Truth About Polar Form: Euler's Identity
00:16:16
596C.C3.6 When Complex Numbers Multiply: A Clue About Polar Form
00:08:41
596C.C3.5 The Principal Square Root of a Complex Number
00:18:39
596C.C3.4 Recap: There's More Than One "Square Root Function"
00:07:39
596C.C3.3 Left and Right Inverses and the Real Square Root
00:15:23
596C.C3.2 One-to-One and Onto Functions
00:10:01
596C.C3.1 Some Square-Root Conundrums
00:11:30
596C.C2.4 Complex Functions as Transformations, Part 2
00:16:40
596C.C2.3 Complex Functions as Transformations, Part 1
00:10:07
596C.C2.2 Real and Imaginary Parts of a Complex Function
00:09:35
596C.C2.1 Introducing Functions of a Complex Variable
00:06:02
Using Adobe Scan to Capture Your Work
00:04:44
596C.T2.1 Your Portfolio and My "Ungrading" Philosophy
00:09:56
596C.T1.1 Reading Klein's "Plan A/Plan B" History
00:12:57
596C.C1.3 Investigations of Complex Number Arithmetic and Geometry
00:07:02
596C.C1.2 Rectangular and Polar Coordinates in the Complex Plane
00:09:36
596C.C1.1 Introducing Complex Numbers and the Complex Plane
00:11:05
596C.0 Welcome and Overview
00:12:38
202.V4.3 Intersection of Vector Subspaces
00:06:40
202.V5.2 Adding a Vector to a Linearly Independent Set
00:14:39
202.G4 Finding the Eigenspace Associated with an Eigenvalue
00:02:44
202.G3 Characteristic Polynomials and Geometry of Eigenvalues
00:20:05
202.G3 Introduction to Eigenvalues
00:14:12
202.G2 Using Both Row Operations and Dimension Reduction Together for Determinants
00:06:52
202.G2 Dimension Reduction in Finding Determinants
00:06:37