How to Visualize These 5 Fundamental Groups

Подписаться 7 тыс.

Просмотров 1,3 тыс.

50% 1

PDF summary link
drive.google.c...
Book used:
amzn.to/3XNV1qe
If you want to know about Group Theory
• How We Got to the Clas...
---
🐦 Follow me on X: x.com/dibeoluca
📸 Follow me on Instagram: / lucadibeo
🧵 Follow me on Threads: www.threads.ne...
😎 Become a member to have exclusive access:
/ @dibeos
📈 Check out my Udemy courses (you may find something that interests you 😉): www.udemy.com/...
📊 Do you need private classes or a consultation on Math & Physics, or do you know somebody who does? I might be helpful! My personal Whatsapp and email: +393501439448 ; dibeos.contact@gmail.com
🔔 Subscribe:
/ @dibeos
🥹 Consider supporting us on Patreon:
www.patreon.co...

Опубликовано:

21 сен 2024

Ссылка:

Скачать:

Готовим ссылку...

Добавить в:

Мой плейлист

Посмотреть позже

Комментарии : 14

@asmithgames5926 День назад

I'm working on proving a polynomial-time algorithm I have for the Graph Isomorphism Problem. This is a famous Computer Science problem, but it relates to Group Theory quite a bit!

@dibeos День назад

@@asmithgames5926 that’s really cool! Can you explain the problem in more detail?

@Vaaaaadim 20 часов назад

How does your algorithm work?

@foobargorch День назад

nice video, i'd be very interested to see your take on Cayley's theorem

@dibeos День назад

@foobargorch great, it’ll be a pleasure! 😎

@TepsiMorphic 22 часа назад

I thought you were going to talk about five different fundamental groups of different topological spaces lmao xD. Great video btw!

@victork8708 День назад

Cayley`s theorem sure does look like somthing i would look closer onto !

@dibeos День назад

@@victork8708 thanks for letting us know! We will definitely post a video about, since it interests you and other people who commented as well 😎

@SobTim-eu3xu День назад

Yay, another video!)

@duckymomo7935 20 часов назад

is the orbit a conjugacy group?

@dibeos 18 часов назад

@@duckymomo7935 The orbit in group theory is the set of elements that can be reached from a given element under the group action. The orbit isn't always a conjugacy class. The conjugacy class involves elements related by conjugation in the group. The conjugacy class of an element g in a group G is the set of all elements in G that are conjugate to g. Two elements g and h in G are conjugate if there exists an element x in G such that h = xgx^{-1}. In some cases, such as certain symmetry groups, the orbit coincides with a conjugacy class, but they aren't the same by definition.