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0:15:49
How to mark Painlessly and Efficiently on QMplus
0:31:25
Partial Differential Equations 02b Separation of Variables (Cartesian)
0:19:04
Partial Differential Equations 02a Separation of Variables (Cartesian)
0:33:46
Partial Differential Equations 01 Introduction and Examples
0:19:49
Ordinary Differential Equations 11 Greens Functions : Eigenvalue Methods
0:30:08
Ordinary Differential Equations 10 Greens Functions : Examples
0:39:44
Ordinary Differential Equations 09 Greens Functions : Introduction
0:25:58
Ordinary Differential Equations 08 : Dirac Delta Function
0:24:47
Ordinary Differential Equations 07 Series Solutions : Hermite's ODE
0:28:12
Ordinary Differential Equations 06 Series Solutions : Bessel's Equation
0:35:34
Ordinary Differential Equations 05 Series Solutions : Fuchs' Theorem
0:32:41
Ordinary Differential Equations 04 Series Solutions Introduction
0:26:37
Ordinary Differential Equations 03 Second Order ODEs Techniques
0:27:18
Ordinary Differential Equations 02 Second Order ODEs General Principles
0:32:59
Ordinary Differential Equations 01 Basics
0:27:15
Function Spaces 03b Fourier expansions
0:25:24
Function Spaces 03a Fourier expansions
0:49:51
Function Spaces 02 Hermitian operators
0:31:34
Function Spaces 01 Definition Norm and examples
0:37:18
Vector Spaces 20 : Diagonalisation of matrices using a similarity transform
0:45:25
Vector Spaces 19 : Change of Basis : Similarity Transform
0:47:46
Vector Spaces 18 : Eigenvalues and Eigenvectors in Practice
0:37:14
Vector Spaces 17 : Eigenvalues and Eigenvectors : Part 3
0:24:07
Vector Spaces 16 : Eigenvalues and Eigenfunctions : Part 2
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