theorem 3.71 Cantor

open in the book · parts/02-mathematical-methods/01-logic-sets.tex:1804 · p. 38

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theorem 3.71: Cantor3.71axiom 3.76: Zermelo–Fraenkel with choice3.76definition 3.46: Surjective map3.46definition 3.41: Power set3.41equation 3.26: eq:log-noncontradiction3.26proof : ch:01-logic-sets@proof-17proofcorollary 3.77: There is no set of all sets3.77proposition 3.48: Characterization of bijectivity3.48theorem 3.69: Uncountability of the continuum3.69definition 3.30: Subset3.30proposition 3.42: Cardinal of the power set3.42

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typedirectionnode provenancewhere
depends_on Zermelo–Fraenkel with choice declared parts/02-mathematical-methods/01-logic-sets.tex:1808
depends_on Surjective map declared parts/02-mathematical-methods/01-logic-sets.tex:1808
depends_on Power set declared parts/02-mathematical-methods/01-logic-sets.tex:1808
depends_on eq:log-noncontradiction declared parts/02-mathematical-methods/01-logic-sets.tex:1808
proves ch:01-logic-sets@proof-17 declared parts/02-mathematical-methods/01-logic-sets.tex:1811