Все публикации

0:34:29

0 Welcome

0:16:57

Abstract Trees

0:19:52

Tree Traversals

0:21:42

9.4 Matrices of orthonormal vectors and their inverses

0:44:58

1.26 Integer data types

0:44:42

5.7 Projections and best approximations

1:09:00

3.08 Solving problems recursively

0:12:11

1.10 Assignment operators

0:27:42

7.2.2 The wave equation in one dimension

0:53:32

5.2.2 Approximating derivatives

0:36:15

7.1.1.3 Approximating solutions to systems of 1st-order initial-value problems

0:45:24

3.4 Interpolating polynomials

0:11:28

11.3 The adjoint of a complex finite dimensional linear map

0:30:12

3.2 Iteration

0:32:42

5.4.2 Periodic functions and Fourier series

0:13:17

5.4.1 The inner product and orthogonal bases

0:13:37

5.4 Frequency analysis

0:14:03

7.1.1.2.3 Why two corrections and why z for adaptive techniques

0:14:35

0 Course introduction

0:26:20

12.7 Solving homogenous linear ordinary differential equations

0:20:33

12.8 Principal component analysis

0:18:06

12.6 Finding the eigenvalues of a matrix

0:26:57

12.4 Positive semi definite matrices and maximum eigenvalues

0:17:08

12.5 Powers of matrices