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Imaginary numbers are more real than infinity.
(lemmy.sdf.org)
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this post was submitted on 25 Nov 2024
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The number which famously has an infinite number of digits? I thought we were arguing against the real-ness of infinity.
Also note: the method I was describing is one of the ways in which pi can be calculated.
Instead of "has infinite digits", I prefer to say that it CANNOT be expressed as a base10/decimal number. If you choose a different base (base-pi for example), then it very much has finite digits... :)
It can't be expressed in any integer-based notation without an infinite number of digits. Only when expressed in some bases which are themselves, irrational. It's infinity either way.