Euclidean vector space is direct sum of subspace and orthogonal complement (theorem & proof & notes)
Автор: Forty-Moo!
Загружено: 2020-07-05
Просмотров: 2687
Описание:
A Euclidean vector space is the direct sum of a subspace and the orthogonal complement of this subspace. I explain orthogonal complements and prove this theorem!
orthogonal complement (0:21)
theorem & proof (3:20)
notes (12:16)
What is a direct sum? • Sums U+W and direct sums U⊕W of subspaces ...
I am sorry for any incorrect pronunciation of English words
----------------------------------------------------------------------------------------------------
+++Support me and get my cross product-guide as a reward+++
► My short-guide about the cross product is only 6 Dollars and
teaches you to solve any linear equation system using the
cross product in R^3 on around 10 pages.
► Get the guide by supporting me on Patreon! Please take a look at:
/ fortymoo
► You can also purchase it on my Website! Just hit the "Buy Now"
PayPal-Button:
https://forty-moo.github.io/Kategorie...
Only with your help I will be able to keep working on mathematical stuff and producing videos!
Повторяем попытку...
Доступные форматы для скачивания:
Скачать видео
-
Информация по загрузке:
![Суть линейной алгебры: #1. Векторы [3Blue1Brown]](https://imager.clipsaver.ru/cJslkj9_wyg/max.jpg)
