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The Mobius band 

discovermaths
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The Möbius band is a simple, mathematically important, and wonderfully entertaining two-dimensional object that has only one surface and one edge and is therefore of great interest in topology.
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1 авг 2024

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Комментарии : 13   
@dazpatreg
@dazpatreg Год назад
It's Möbin time
@jimiwills
@jimiwills Год назад
Great! I'll wear it on my Möbius wrist
@BigDonkMongo
@BigDonkMongo Год назад
The morbius
@GiovannaIwishyou
@GiovannaIwishyou Год назад
Thank you for the generous amount of content over the past month. I'm enjoying it a lot 😊.
@discovermaths
@discovermaths Год назад
Thanks for watching - plenty more to come 🙂.
@tomastorralbo640
@tomastorralbo640 Год назад
I like the part where he said "It's mobius time" and the whole theather just rose up in cheers
@KTFG
@KTFG Год назад
Good content
@BigDonkMongo
@BigDonkMongo Год назад
The morbiud
@TomaszWinnicki
@TomaszWinnicki Год назад
The Mobius band needs the 3rd spatial dimension to exist because of the twist. Isn't it then still a 3D object?
@discovermaths
@discovermaths Год назад
I know what you're saying but, mathematically speaking. it's a 2-dimensional object embedded in a third dimension. In and of itself it has only 2 dimensions.
@KarlSmith1
@KarlSmith1 Год назад
@@discovermaths Would you describe a Klein bottle similarly - as a 3-dimensional object in a 4-dimensional space?
@discovermaths
@discovermaths Год назад
@@KarlSmith1 The Klein bottle is also 2-dimensional (a 2D manifold) but, unlike the Mobius band, it can't be embedded in 3D-space. That's why we can't properly visualise it. It can only ne embedded in 4D space.
@BigDonkMongo
@BigDonkMongo Год назад
The morbiud
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