# Daniel J. Woodhouse

email: daniel.woodhouse [[at]] mail.mcgill.ca

I am a postdoc at the Technion.
I completed my PhD at McGill, defending my thesis in November 2016.
My supervisor was Dani Wise.

My research interests lie within geometric group theory, hyperbolic geometry, and low dimensional topology.
In particular, I spend a lot of time working with CAT(0) cube complexes.
Here is my CV.

I have a page on the arxiv.

I maintain a blog,
No Bigons, where I write about mathematics and travel among other things.

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Papers:

*Hyperbolic groups that are not abstractly coHopfian* with Emily Stark.
arxiv [Accompanying blog post]

*Residually finite tubular groups* with Nima Hoda and Dani Wise, submitted.
arxiv

*Revisiting Leighton's Theorem with the Haar Measure*, submitted,
arxiv

The geometry of one-relator groups satisfying a polynomial isoperimetric inequality with Giles Gardam, 5 pages, to appear in **Proc. Amer. Math. Soc.** 147 (2019), no. 1, Pages 125–129.
arxiv

*Quasi-isometric groups with no common model geometry* with Emily Stark, 18 pages, to appear in **J. Lond. Math. Soc.**
arxiv

Classifying virtually special tubular groups. **Groups Geom. Dyn.** 12 (2018), no. 2, 679–702.
arxiv

A generalized axis theorem for cube complexes. **Algebr. Geom. Topol.** 17 (2017), no. 5, 2737–2751.
arxiv

The a-T-menability of some graphs of groups with cyclic edge groups. with Mathieu Carette and Dani Wise, **Math. Proc. Cambridge Philos. Soc.** 163 (2017), no. 1, 145–159.
arxiv

A cubical flat torus theorem and the bounded packing property. with Dani Wise, **Israel J. Math.** 217 (2017), no. 1, 263–281.
arxiv

Classifying finite dimensional cubulations of tubular groups. **Michigan Math. J.** 65 (2016), no. 3, 511–532.
arxiv

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Ongoing projects:

*Generalizing Leighton's theorem to symmetry restricted graphs* with Giles Gardam

*
Leighton's theorem for hyperbolic cube complexes.
*

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Teaching:

106385 SEMINAR IN TOPOLOGY 2 - WINTER SEMESTER 2017/18

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Recorded Talks:

A video of me talking about my new proof of Leighton's theorem at Warwick. (2018)

A video of me talking about tubular groups at the Isaac Newton Institute. (2017)

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Misc:

Here are some some books which I think are worth reading.
I recommend highly

A Good Read on BBC Radio 4.

The top picture of me and the bronze likeness of Weyl was a selfie taken at the ETH, Zurich.
The second picture of me giving a talk in Regensberg was taken by Stefan Friedl