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Hilbert's Hotel shows nicely that infinity can't be singular.
by DarkNova6 2y ago
Hilbert's Hotel shows nicely that infinity can't be singular.
- blablabla123 2y agoYeah but this is basically about countable and uncountable sets. It's rather counter-intuitive that the rational numbers are countable. So it's possible to create even a bijective mapping between rational numbers and natural numbers. On the other hand real numbers (which number types in programming languages try to approximate) are uncountable
- knappa 2y agoPretty sure this person meant singular as in singularity, not singular as in one.