activity
20062019
most citedNoetherian types of homogeneous compacta and dyadic compacta

20 citations · 56 across the 13 of their papers we have counts for

collaborators

15 papers

math.LO2019

Telgarsky's conjecture may fail

Will Brian, Alan Dow, David Milovich +1

Telgársky's conjecture states that for each , there is a topological space such that in the Banach-Mazur game on , the player {\scriptsize NONEMPTY} has…

math.GN2019

Between homeomorphism type and Tukey type

David Milovich

Call a compact space pin homogeneous if every two points are pin equivalent, meaning that there exists a compact space , a quotient map , and a homeomo…

math.LO2017★ 1 cited

Non-Absoluteness of Model Existence at

David Milovich, Ioannis Souldatos

In [FHK13], the authors considered the question whether model-existence of -sentences is absolute for transitive models of ZFC, in the sense that if are…

math.DS2016

Chaos and periodicity on star graphs

Jorge L. Guerrero, David Milovich

For a continuous self-map of a star graph to be Li-Yorke chaotic and to have full periodicity, we prove some new sufficient conditions on the orbit of the center.

math.LO2016

Team games, hypergraph spaces, and projective Boolean algebras

David Milovich

We modify the game Fuchino, Koppelberg, and Shelah used to characterize the -Freese-Nation property for a given Boolean algebra , replacing players I and II each with a team…

math.LO2014★ 5 cited

On the strong Freese-Nation property

David Milovich

We show that there is a boolean algebra that has the Freese-Nation property (FN) but not the strong Freese-Nation property (SFN), thus answering a question of Heindorf and Shapiro.…