Regularity Properties on the Generalized Reals

Abstract

We investigate regularity properties derived from tree-like forcing notions in the setting of "generalized descriptive set theory", i.e., descriptive set theory on ${\kappa }^{\kappa }$ and $2^{\kappa }$, for regular uncountable cardinals $\kappa$.

References in corpus (2)

• Generalized Silver and Miller measurability
• More about lambda-support iterations of <lambda-complete forcing notions

Cited by in corpus (1)

• Generalized Silver and Miller measurability