2
فلسفه::
عدد گنگ/اصم
, rules of inference and transformation, irrational numbers as rules), these extensions and intensions, and the calculi in which they reside, constitute the entirety of mathematics.
Anti-Foundationalist Account of Real Numbers: Since there are no infinite mathematical extensions, irrational numbers are rules, not extensions.
#1), when, in reality, "[a]n irrational number isn't the extension of an infinite decimal fraction,... it's a law" (PR �181) which "yields extensions" (PR �186).
2.5 Wittgenstein's Intermediate Account of Irrational Numbers
The intermediate Wittgenstein spends a great deal of time wrestling with real and irrational numbers.
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