Miguel Angel Mota

activity

20112023

most citedBounded forcing axioms and Baumgartner's conjecture

2 citations · 2 across the 3 of their papers we have counts for

collaborators

3 papers

math.LO2023

On the Consistency Strength of MM( $ω_{1}$ )

Natasha Dobrinen, John Krueger, Pedro Marun +2

We prove that the consistency strength of Martin's Maximum restricted to partial orders of cardinality $ω_{1}$ follows from the consistency of ZFC.

math.LO2015

Generalized symmetric systems and thin-very tall compact scattered spaces

Miguel Angel Mota, William Weiss

We solve a well--known problem in the theory of compact scattered spaces and superatomic boolean algebras by showing that, under GCH and for each regular cardinal $κ \geq ω$ , there…

math.LO2011★ 2 cited

Bounded forcing axioms and Baumgartner's conjecture

David Aspero, Sy-David Friedman, Miguel Angel Mota +1

We study the spectrum of forcing notions between the iterations of $σ$ -closed followed by ccc forcings and the proper forcings. This includes the hierarchy of $α$ -proper forcings f…

On the Consistency Strength of MM(ω1​)

Generalized symmetric systems and thin-very tall compact scattered spaces

Bounded forcing axioms and Baumgartner's conjecture

On the Consistency Strength of MM( $ω_{1}$ )