9 citations · 34 across the 60 of their papers we have counts for
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math.LO2019
Strongly compct diagonal Prikry forcing
Mohammad Golshani
We define a version of Gitik-Sharon diagonal Prikry forcing using a strongly compact cardinal, and prove its basic properties.
math.CO2019
Iterated Ramsey bounds for the Hales-Jewett numbers
Mohammad Golshani, Saharon Shelah
Consider the Hales-Jewett theorem. The -dimensional version of it tells us that the combinatorial space has, under suitable assumpti…
math.LO2019
Changing measurable into small accessible cardinals
Mohammad Golshani
We give a detailed proof of the properties of the usual Prikry type forcing notion for turning a measurable cardinal into .
math.LO2019★ 1 cited
Fraïssé limit via forcing
Mohammad Golshani
Given a Fraïssé class and an infinite cardinal we define a forcing notion which adds a structure of size using elements of , which extends the F…