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Regarding the weak continuum hypothesis (B.F. Jones):
{\displaystyle 2^ {\aleph_{0}} < 2^ {\aleph_{1}}}
and the Luzin Hypothesis:
{\displaystyle 2^ {\aleph_{0}} = 2^ {\aleph_{1}}}
Where can I find Bukovsky's paper that shows the Luzin Hypothesis is consistent with set theory? Or perhaps someone can repeat the proof here (or summarize it)?
{\displaystyle 2^ {\aleph_{0}} < 2^ {\aleph_{1}}}
and the Luzin Hypothesis:
{\displaystyle 2^ {\aleph_{0}} = 2^ {\aleph_{1}}}
Where can I find Bukovsky's paper that shows the Luzin Hypothesis is consistent with set theory? Or perhaps someone can repeat the proof here (or summarize it)?
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