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when I watched this for the first time, the idea that all vertices are the same point caused a lot of confusion.
These videos are great. Thanks for making them!
You are amazing, sir. Thank you!
Just curious: Is there a nice analogue to represent the idea of "cut and paste" 3-manifolds? I understand that classification of 3-manifolds will be much much much much harder (if not unsolvable), but at least one can construct the connect sum etc.
See Scorpan's "Wild World of 4-Manifolds"
Thank you so much for this video!
Wow! Amazing lecture!
You are awesome!
bless ur soul
very helpful
Thank you very much :)
It's not clear to me as to why the connected sum is associative.
thanks sir
when I watched this for the first time, the idea that all vertices are the same point caused a lot of confusion.
These videos are great. Thanks for making them!
You are amazing, sir. Thank you!
Just curious: Is there a nice analogue to represent the idea of "cut and paste" 3-manifolds? I understand that classification of 3-manifolds will be much much much much harder (if not unsolvable), but at least one can construct the connect sum etc.
See Scorpan's "Wild World of 4-Manifolds"
Thank you so much for this video!
Wow! Amazing lecture!
You are awesome!
bless ur soul
very helpful
Thank you very much :)
It's not clear to me as to why the connected sum is associative.
thanks sir