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Just hoping for clarification on these concepts, is this how higher-dimensional spaces are conceived of in mathematics and physics?
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Why is higher-dimensional space in comparison to lower-dimensional space treated as beyond infinitely greater in size and quantity?
- Thread starter EmperorRorepmeThree
- Start date
Vietthai96
He/Him- 9,253
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Yeah, set theory and continuum hypothesis that is: a 1D line is made up from uncountable infinite points, then 2D plane is made up from uncountable infinite 1D line, then 3D cube is made up from uncountable infinite 2D plane, from there we go further to 4D, 5D.....in order to +1 more dimensions you need uncountable infinite amount of the current one, so thus mean higher d mean higher infinity
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