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- W2033722268 abstract "We develop a new method for building forcing iterations with symmetric systems of structures as side conditions. Using this method we prove that the forcing axiom for the class of all finitely proper posets of size $aleph _1$ is compatible with $2^{aleph _{0}}> aleph _2$. In particular, this answers a question of Moore by showing that $mho$ does not follow from this arithmetical assumption." @default.
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- W2033722268 date "2015-02-13" @default.
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- W2033722268 title "Forcing consequences of $PFA$ together with the continuum large" @default.
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