proof ch:01-logic-sets@proof-14

open in the book · parts/02-mathematical-methods/01-logic-sets.tex:1723

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proof : ch:01-logic-sets@proof-14proofcorollary 3.68: The rationals are countable3.68definition 3.65: Countable set3.65equation 3.76: eq:inf-Z-bijection3.76proposition 3.67: Countability of the plane of naturals3.67corollary A.3: The continuum is the power set of the naturalsA.3corollary 3.70: cor:inf-irrationals-uncountable3.70remark 7.94: Three numbers, two kinds7.94

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proves The rationals are countable declared parts/02-mathematical-methods/01-logic-sets.tex:1723