activity
20092019
most citedA co-analytic Cohen indestructible maximal cofinitary group

11 citations · 22 across the 8 of their papers we have counts for

collaborators

8 papers

math.LO2019★ 1 cited

Good projective witnesses

Vera Fischer, Sy David Friedman, David Schrittesser +1

We develop a new forcing notion for adjoining self-coding cofinitary permutations and use it to show that consistently, the minimal cardinality of a maxima…

math.LO2016★ 11 cited

A co-analytic Cohen indestructible maximal cofinitary group

Vera Fischer, David Schrittesser, Asger Törnquist

Assuming that every set is constructible, we find a maximal cofinitary group of permutations of which is indestructible by Cohen forcing. Thus we show that the…

math.OA2014

Set theory and von Neumann algebras

Asger Törnquist, Martino Lupini

These are the notes from Asger Törnquist's Appalachian Set Theory lectures at Carnegie Mellon University. They form a chapter in the LMS lecture notes series 406.

math.LO2012

The counterparts to statements that are equivalent to the Continuum Hypothesis

Asger Tornquist, William Weiss

We consider natural definable analogues of many of the classical statements that have been shown to be equivalent to CH. It is shown that these analogues are equiva…

math.DS2011★ 4 cited

The Borel complexity of von Neumann equivalence

Inessa Epstein, Asger Tornquist

We prove that for a countable discrete group containing a copy of the free group $\F_n$, for some , as a normal subgroup, the equivalence relations of conjug…

math.OA2011★ 3 cited

Turbulence, orbit equivalence, and the classification of nuclear C*-algebras

Ilijas Farah, Asger Tornquist, Andrew S. Toms

We bound the Borel cardinality of the isomorphism relation for nuclear simple separable C*-algebras: It is turbulent, yet Borel reducible to the action of the automorphism group of…