###### Published Papers

1. Étale Stacks as Prolongations. Advances in Mathematics (Accepted) arXiv link

2. Higher Orbifolds and Deligne-Mumford Stacks as Structured Infinity Topoi. Memoirs of the American Mathematical Society (Accepted) arXiv link

3. Kato-Nakayama spaces, infinite root stacks, and the profinite
homotopy type of log schemes with Scherotzke S., Sibilla N., and Talpo
M. Geometry & Topology arXiv link

4. On The Homotopy Type of Higher Orbifolds and Haefliger Classifying
Spaces. Advances in Mathematics, Volume 294, 14 May 2016, Pages 756–818
arXiv link

5. Correction to the article : An étalé space construction for stacks.
Algebraic & Geometric Topology 16(1):541-546, February 2016

6. 5. On Theories of Superalgebras of Differentiable Functions. Theory and Applications of Categories, Vol. 28, 2013, No. 30, pp 1022-1098. with Roytenberg D.

7. An Étalé Space Construction for Stacks. Algebraic & Geometric Topology 13(2):831-903, 2013

8. Compactly Generated Stacks: A Cartesian closed theory of topological stacks.
Advances in Mathematics, Volume 229, Issue 6, April 1 2012, Pages 3339-3397
arXiv link

###### Preprints

On the Universal Property of Derived Manifolds with Steffens P.

On the profinite homotopy type of log schemes Scherotzke S., Sibilla N., and Talpo M.

Relative Étale Realizations of Motivic Spaces and Dwyer-Friedlander K-Theory of Noncommutative Schemes with Elmanto E.

On the étale homotopy type of higher stacks

Homological Algebra for Superalgebras of Differentiable Functions with Roytenberg D.

Sheaf Theory for Étale Geometric Stacks

###### Additional Material

Informal notes about Étale stacks I wrote for Alan Weinstein: A Quick Note on Étale Stacks

PhD Thesis