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Mathematics
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mishmish-dev
  • Member for 10 years, 10 months
  • Last seen more than 3 years ago
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Answering my own new and more detailed question rather than an existing one
Mar 1, 2016
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How does equality $\mathfrak{m}^\mathfrak{m} = 2^\mathfrak{m}$ in $\sf{ZF}$ relate to the axiom of choice?
8
Functions that preserve asymptotic equivalence
6
Is there non Lebesgue measurable set in $I^2$ that its every section has measure $0$?
6
How does equality $\mathfrak{m}^\mathfrak{m} = 2^\mathfrak{m}$ in $\sf{ZF}$ relate to the axiom of choice?
6
Functions that preserve asymptotic equivalence