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- W1968200073 abstract "Both the Continuum Hypothesis and Martin's Axiom allow inductive constructions to continue in circumstances where the inductive hypothesis might otherwise fail. The search for useful related axioms procedes naturally in two directions: towards «Super Martin's Axioms», which extend MA to broader classes of orders; and towards «Anti-Martin's Axioms» (AMA's) which are strictly weaker than CH, but which, when combined with −CH, deny MA. We consider restrictions of van Douwen and Fleissner's Undefinable Forcing Axiom which are consistent with the negation of the continuum hypothesis" @default.
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- W1968200073 date "1990-06-01" @default.
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- W1968200073 title "A class of consistent anti-Martin’s axioms" @default.
- W1968200073 cites W1857413124 @default.
- W1968200073 doi "https://doi.org/10.2140/pjm.1990.143.301" @default.
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