Algebra

Tensors and their uses, especially for matrix multiplication (Part 1)

Introduction to Matrix Multiplication

Operación monstruosa para muchos estudiantes🙉

Monstrous operation for many students🙉

Dr. Graeme Segal | The Virasoro algebra: its roles and its strangeness

Simplifica suma de potencias 7^5 + 7^4 + 7^3 + 7^2 + 7 mediante el método de sacar factor común

Simplify the sum of powers 7^5 + 7^4 + 7^3 + 7^2 + 7 by factoring

Una de las ecuaciones más odiadas por los estudiantes🤮

One of the most hated equations by students🤮

L8A - Unitary Matrix and Transformation Matrix

Esta ecuación tiene una solución. ¿Puedes hallarla?💪🏻

This equation has a solution. Can you find it?💪🏻

Commutative Algebra: Primary decomposition 2 - Oxford Mathematics 3rd Year Student Lecture

AVOID this Mistake when Factoring Expressions

¿Eres capaz de resolver esta ecuación de grado 9?💪

Can you solve this 9th degree equation?💪

L7B - Matrix Diagonalization, Finding Eigenvalues, Constructing Matrix from Eigenvectors

L7A - Real Eigenvalue of Hermitian Matrix

L6A - Review on Basis Change, Eigenvalue, Eigenvector, Normalization

Imaginary Numbers: The Biggest LIE In Math

Commutative Algebra: Primary decomposition 1 - Oxford Mathematics 3rd Year Student Lecture

Dos métodos para que aprendas a resolver ecuaciones como esta😎

Two methods to help you learn how to solve equations like this😎

Ecuación de primer grado que no gusta a los estudiantes🤮

First-degree equation that students don't like🤮

Ecuación que los estudiantes no hacen bien😰

Equation that students don't do well😰

TheoMech-02: Linear Transformation, Eigenvalues, and Eigenvectors

TheoMech-01: Vector Spaces and Linear Systems

Sin ver el vídeo muy pocos saben simplificar esta potencia🤔

Without watching the video, very few people know how to simplify this power.

Manipulaciones algebraicas con raíces | Técnicas esenciales

Algebraic manipulations with roots | Essential techniques

The Four Fundamental Subspaces and Least Squares

Elimination and Factorization A = CR

Linear Algebra for Machine Learning

Vinberg lecture part 3. Kac-Moody algebras

UofM - MATH2740 - Lecture 09 - Part 1 - SVD (an example by hand)

UofM - MATH 2740 - Lecture 11 - Part 2 - Examples of change of basis

UofM - MATH 2740 - Lecture 09 - Part 2 - SVD and pseudo-inverse (example)

UofM - MATH 2740 - Lecture 08 - Part1 - SVD (theory)

UofM - MATH 2740 - Lecture 08 - Part 2 - SVD (image compression in R)

UofM - MATH 2740 - Lecture 07 - Part 2 - SVD (theory)

UofM - MATH 2740 - Lecture 06 - Part 1 - QR factorisation (theory)

RIngs 22 Hensel's lemma

Rings 21 Formal power series

Rings 20 Resultants

RIngs 19 Symmetric functions

Rings 18 Hilbert's theorems

Rings 17 Noetherian rings