## Papers and Preprints

*On a Theorem of Peter Scott.***Proc. Amer. Math. Soc.**142*Residual Finiteness Growths of**Virtually Special Groups*.**Math. Z.**279*On the Residual Finiteness Growths of Particular Hyperbolic Manifold Groups.***Geom Dedicata.**185 (2016) Issue 1, pp 87-103.*Quantifying separability in virtually special groups**.***Pacific J. Math**. 284-1 (2016), pp 103-120. (with M.F. Hagen)*Zariski closures and Subgroup Separability*.**Selecta Math.**23 (2017) Issue 3, pp 2019-2027. (with L. Louder and D.B. McReynolds)*Building hyperbolic metrics suited to closed curves and applications to lifting simply**.***Math. Res. Lett.**24 (2017), no. 3, pp 593-617 (with T. Aougab, J. Gaster, and J. Sapir)*Algebraic and topological properties of big mapping class groups.***Algebr. Geom. Topol.**18-7 (2018), 4109-4142. (with N. Vlamis)*The first integral cohomology of pure mapping class groups.***Int. Math. Res. Notices.**2020-22 (2020), 8973-8996.**(with J. Aramayona and N. Vlamis)*Effective virtual and residual properties of some arithmetic hyperbolic 3-manfiolds.***Trans. Amer. Math. Soc****.**373 (2020), no. 11, 8219-8257. (with J. Deblois and N. Miller)-
*Covers of surfaces, Kleinian groups, and the curve complex**.*(with T. Aougab and S. Taylor)**J. Topol.** *Isometry groups of infinite-genus hyperbolic surfaces.*(with T. Aougab and N. Vlamis)**Math**.**Ann.**381(1) 459-498 (2021)*Free products from spinning and rotating families.*(with M. Bestvina, R. Dickmann, G. Domat, S. Kwak, and E. Stark)**Enseign. Math**.*Stable Commutator Length on Big Mapping Class Groups.*(with E. Field and A. Rasmussen)**Bull. London Math. Soc.***Infinite-type loxodromic isometries of the relative arc graph.*(with C. Abbott and N. Miller)*Finding and combining indicable subgroups of big mapping class groups*. (with C. Abbott, H. Hoganson, M. Loving, and R. Skipper)*Thurston's Theorem: Entropy in Dimension One.*(with R. Dickmann, G. Domat, T. Hill, S. Kwak, C. Ospina, and R. Rechkin)*Constructing endperiodic loxodromics of infinite-type arc graphs.*(with S. Taylor)

Here is an open problem list on infinite-type surfaces (last updated on 10/22/21).

Here is a feature my college did on me.

Here is a feature my department did on my pathway in mathematics.