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Counterintuitive Properties of High Dimensional Space (2018)
(people.eecs.berkeley.edu)
247 points
nabla9
| 1 comments |
13 Oct 24 21:09 UTC
|
HN request time: 0s
|
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mattxxx
◴[
14 Oct 24 00:16 UTC
]
No.
41832925
[source]
▶
>>41831617 (OP)
#
Yea - high dimensional spaces are weird and hard to reason about... and we're working very frequently in them, especially when dealing with ML.
replies(1):
>>41833261
#
l33t7332273
◴[
14 Oct 24 01:17 UTC
]
No.
41833261
[source]
▶
>>41832925
#
Luckily if you do enough math it becomes much easier to reason about such spaces
replies(1):
>>41833809
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JBiserkov
◴[
14 Oct 24 02:55 UTC
]
No.
41833809
[source]
▶
>>41833261
#
- How do you even visualize an 11-dimensional space?
- oh that's easy - you just visualize an N-dimensional space and then set N equal to 11.
replies(2):
>>41833988
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>>41833998
#
1.
marcosdumay
◴[
14 Oct 24 03:46 UTC
]
No.
41833998
[source]
▶
>>41833809
#
Yeah, stopping that need to visualize everything is one of the mechanisms usually adopted for working in high-dimensional space.
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