Nicolò Sibilla
SMSAS, University of Kent
I am a lecturer at the
University of Kent.
My email is: N.Sibilla@kent.ac.uk
Research Interests
Homological Mirror Symmetry
Derived Algebraic Geometry
Logarithmic geometry
Publications and preprints
The categorified Grothendieck--Riemann--Roch theorem
This is joint with
Marc Hoyois
,
Pavel Safronov
, and
Sarah Scherotzke
.
Additive invariants of log schemes
This is joint with
Mattia Talpo
, and
Sarah Scherotzke
.
On a logarithmic version of the derived McKay correspondence
To appear in Compositio Mathematica. This is joint with
Mattia Talpo
, and
Sarah Scherotzke
.
Topological Fukaya category and mirror symmetry for punctured surfaces
To appear in Compositio Mathematica. This is joint with
James Pascaleff.
Higher traces, noncommutative motives, and the categorified Chern character
Advances in Mathematics, March 2017. This is joint with
Marc Hoyois
, and
Sarah Scherotzke
.
Kato-Nakayama spaces, infinite root stacks, and the profinite homotopy type of log schemes
Geometry & Topology, August 2017. This is joint with
David Carchedi,
Sarah Scherotzke
, and
Mattia Talpo.
Quiver varieties and Hall algebras
Proceedings of the London Mathematical Society, May 2016. This is joint with
Sarah Scherotzke.
Derived loop stacks and categorification of orbifold products
To appear in Journal of Noncommutative Geometry. This is joint with
Sarah Scherotzke.
The non-equivariant coherent constructible correspondence and tilting
Selecta Mathematica (NS), January 2016. This is joint with
Sarah Scherotzke.
Skeleta of affine hypersurfaces
Geometry & Topology 18 (2014).
This is joint with
Helge Ruddat
, David Treumann and
Eric Zaslow
.
Ribbon graphs and Mirror Symmetry I
Selecta Mathematica (NS), October 2014. This is joint with David Treuman and
Eric Zaslow
.
A note on mapping class group actions on derived categories
Proc. Amer. Math. Soc. June 2014
HMS for punctured tori and categorical mapping class group actions
String Math 2011, Proceedings of Symposia in Pure Mathematics, AMS.
Mirror Symmetry in dimension one and Fourier-Mukai equivalences
Mirror Symmetry & Tropical Geometry, Springer Lecture Notes in Mathematics.