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Virtually Passed
Reflection Matrix Proof
The mirror matrix (or reflection matrix) is used to calculate the reflection of a beam of light off a mirror. The incoming light beam * the mirror matrix = outgoing light beam.
Animations made usi
ng manim....
Animations made usi
ng manim....
msvgo
Symmetric and Skew Symmetric Matrices
It defines symmetric and skew symmetric matrices and states important theorems based on it.
Professor Dave Explains
Types of Matrices and Matrix Addition
An overview of the types of matrices and how to perform matrix addition.
Catalyst University
Functions of Osteoblasts & Osteocytes | Organization of the Osteon
In this video, we discuss the following: <br/>
[1] functions of osteoblasts and<br/> osteocytes
[2] orga<br/>nization of the osteon
[3] appear<br/>ance of osteocytes by Scanning EM
[1] functions of osteoblasts and<br/> osteocytes
[2] orga<br/>nization of the osteon
[3] appear<br/>ance of osteocytes by Scanning EM
Curated Video
Create a computer vision system using decision tree algorithms to solve a real-world problem : Image Transformation - Rotations, Translation and Resizing
From the section: Computer Vision Basics: Part 2. In this section, we’ll explore the some addtiional features of Computer Vision.<b<br/>r/>
Computer Vision Basics: Part 2: Image Transformation - Rotations, Translation and Resizing
Computer Vision Basics: Part 2: Image Transformation - Rotations, Translation and Resizing
Looking Glass Universe
Matrices make sense: Linear transformations and matrix multiplication
Matrices are often presented as a useful bookkeeping/ commutation tools to students- but there's much more to them. When you understand what a Matrix really is so many parts of Linear Algebra will be completely obvious to you, including...
Hip Hughes History
What is a Libertarian?
Nailing down the basics on the political ideology known as Libertarianism.
FuseSchool
MATHS - Geometry - Intro to Matrices
Chances are, you have heard the word “matrices” in a movie. But do you know what they are or what they are used for? Well, “matrices” is plural of a “matrix”. And you can think about a matrix as just a table of numbers, and that’s...
Tarver Academy
Finding the Determinant of a 3x3 Matrix
In This Episode, Tyler Teaches Us About Finding the Determinant of a 3x3 Matrix
Professor Dave Explains
Manipulating Matrices: Elementary Row Operations and Gauss-Jordan Elimination
How do perform Gauss-Jordan elimination.
Virtually Passed
Linearization PROOF | Nonlinear Dynamics (Part 3 extra)
This video shows a formal proof behind linearization for 2D flows:
dx/dt = f
(x,y)
dy/d
t
= g(x,y)
Step 1: Find fixed points. This involves solving for where dx/dt and dy/dt
b
oth are equal to 0.
...
dx/dt = f
(x,y)
dy/d
t
= g(x,y)
Step 1: Find fixed points. This involves solving for where dx/dt and dy/dt
b
oth are equal to 0.
...
Looking Glass Universe
Matrix inverses make sense - A simple condition for when the inverse exists
This video is about matrix inverses, and in particular, I try to give a bit more intuition for them- rather than just giving you the formula for the determinant, Cramner's rule, the inverse of 2x2 and 3x3 matrices etc. Along the way, we...
FuseSchool
MATHS - Geometry - Sum and Product of Two Matrices
In our previous video, we have seen what matrices are and how we label them. However, in order to use them efficiently, we must first be able to carry out simple operations with them, which is what we will be exploring in this video.
Professor Dave Explains
Complex, Hermitian, and Unitary Matrices
Defining complex matrices, hermitian matrices, and unitary matrices.
ACDC Leadership
Circular Flow Matrix- How the economy works
In this video I explain the Circular Flow Matrix and how products, resources, and money flow in a market economy. I also define the factors of production, public sector, and factor payments. Keep in mind that households and businesses...