But how are Groups actually related to symmetry?

This video talks about the link between the rigorous and intuitive explanations of Group Theory.

An equally valuable form of support is to simply share the videos.

These animations are largely made using a custom python library, manim. You can find code for this specific video here:

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RESOURCES TO LEARN MORE:

MUSIC CREDITS:
The song is “Taking Flight”, by Vince Rubinetti.

THANK YOUs:

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Twitter: @daviderady

[siriuseneegy]

appreciate the effort behind this 3b1b sorta animation

[burnere]

A good start. Looking forward to future videos.

If I may make a suggestion: it would be helpful if you could directly link to the resources you mention in the video, in the video description section.

[a.andacaydn]

Hi Davide ! Please keep this up, this stuff is awesome!

[InquilineKea]

How long did this take/what software did you use?

[quantumgaming]

Your video shows that (R, +) is the symmetry group of the real number line with translation but this doesn't really prove the general fact you gave at the end that any group ( of the form (Symmetry, composition) ) is a symmetry group of some objects. Sure, there are a lot of examples but this isn't a proof. I really wish you could prove that since I really want to know