
doi: 10.2307/2586534
AbstractWe present a variety of (ω, ∞)-distributive forcings which when applied to models of Martin's Maximum separate certain well known reflection principles. In particular, we do this for the reflection principles SR, SRα (α ≤ ω1), and SRP.
Other aspects of forcing and Boolean-valued models, stationary reflection, reflection principles, \((\omega_1,\infty)\)-distributive forcings, strong reflection, models of Martin's Maximum
Other aspects of forcing and Boolean-valued models, stationary reflection, reflection principles, \((\omega_1,\infty)\)-distributive forcings, strong reflection, models of Martin's Maximum
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