I am a PhD-student in Algebraic geometry at KTH with Sandra Di Rocco as my advisor.

Papers

† S. Di Rocco, K. Jabbusch, A. Lundman
A note on higher order Gauss maps
(preprint)

† W. Chachólski, A. Lundman, R. Ramanujam, M. Scolamiero, S. Öberg
Multidimensional Persistence and Noise
(preprint)

† A. Lundman
Local positivity of line bundles on smooth toric varieties and Cayley polytopes
Journal of Symbolic Computation (in press), doi:10.1016/j.jsc.2015.05.007, Available online since 2015,

† S. Di Rocco, A. Lundman, T. Szemberg
The effect of points fattening on Hirzebruch surfaces
Mathematische Nachrichten, (2015), Volume 288, Issue 5-6, pages 577-583

† T. Bauer, S. Di Rocco, B. Harbourne, J. Huizenga, A. Lundman, P. Pokora, T. Szemberg
Bounded Negativity and Arrangements of Lines
Int Math Res Notices, (in press), doi: 10.1093/imrn/rnu236, Available online since 2014

† A. Lundman
A classification of smooth convex 3-polytopes with at most 16 lattice points
Journal of Algebraic Combinatorics, (2013), Volume 37, Issue 1, pp 139-165

Talks and Posters

† Higher order Gauss Maps , (2015)

† Local positivity of line bundles on smooth toric varieties and Cayley polytopes, (2013)

Theses

† Classifying Lattice Polytopes, Licentiate thesis, 2013

† On the geometry of smooth convex polyhedra with bounded lattice points, Master Thesis, 2010

Macaulay2 packages

† LatticePolytopes a package for computations with lattice polytopes.

Current Teaching

† Algebra och Geometri, SF1624, 2015

† KTH:s Matematiska Cirkel, 2014-2015

CV

† Academic CV

Department of Mathematics, KTH
Lindstedtsvägen 25
100 44 Stockholm

Room: 3728
Phone: +46 8 790 6616
Mail: a l u n d m a n[at]kth.se