filmov
tv
202.V8 Doing Linear Algebra with Polynomials
Показать описание
Finding whether a set of polynomials (or whatever) are linearly independent is no more challenging than finding whether a set of vectors in ℝⁿ are linearly independent. Here's how.
0:03:52
202.V8 Doing Linear Algebra with Polynomials
0:07:32
202.V8 Coordinate Vectors are How We Do Linear Algebra with 'Other' Vectors
0:01:42
202.V8 Visualizing 'Polynomials as Vectors'
0:05:05
202.V8 How are Polynomials and Matrices 'Vectors'?
0:04:31
Checking Linear Transformation with Polynomial Vector Space
0:07:34
Vector Spaces- Polynomials
0:14:39
202.V5.2 Adding a Vector to a Linearly Independent Set
0:04:51
Matrix - School Level - High School Level - SEE - Q.no. 3a (first type)
0:06:25
Coordinates of a Polynomial (Example 2)
0:04:27
202.V7 The Dimension of a Vector (Sub)Space
0:07:55
202.V7 'Casting Out' Redundant Vectors to Form a Basis
0:11:42
Linear Transformation Polynomial problem
0:06:10
202.V6 Identifying a Basis
0:09:17
Conclusions and Examples with Span
0:05:26
Showing that a Polynomial Vector Space is a Subspace
0:02:39
How to convert a vector containing coefficients into symbolic polynomial | coefficient to polynomial
0:07:49
Coordinates of a Polynomial (Example 1)
0:45:37
Vector spaces and subspaces
0:32:59
(LA20) Calculus on Polynomial Vector Spaces
0:09:23
202.V6 What is a Basis?
0:00:42
proof/prove of properties of vector spaces
0:05:33
A Basis for the Vector Space of Polynomials of Degree at Most 2
0:12:14
202.V6 From Subspace to Basis - Example of a Plane
0:17:03
Lecture 12 Part 1: Coordinates and Change of Basis
Комментарии