Samuel Lundqvist

Contact

Name and title: Samuel Lundqvist

Phone: +468164770

Workplace: Department of Mathematics (incl. Math. Statistics) Länk till annan webbplats.

Visiting address Room C1274

Research group

Algebra, Geometry, Topology, and Combinatorics

The research group in algebra, geometry, topology, and combinatorics is active in several areas of these fields including, commutative and homological algebra, complex and real algebraic geometry as well as arithmetic geometry, homotopy theory, Ramsey theory and a number of other topics.

About me

I am an Associate Professor in Mathematics at the Department of Mathematics.

As part of my duty I serve as the vice chair of the Advisory Committee for Undergraduate Education at the Faculty of Science.


My research area is commutative algebra, and I rely on experimental methods for performing research.

Publications
Most of my publications are available as preprints on arXiv.

Co-authors: Nasrin Altafi, Cajsa-Lisa Andersson, Mats Boij, Kåre Bremer, Tom Britton, Michela Ceria, Veronica Crispin Quinonez, Eric Dannetun, Luís Duarte, Ralf Fröberg, Oleksandra Gasanova, David Jaqcuet, Filip Jonsson Kling, Clas Löfwall, Fatemeh Mohammadi, Teo Mora, Gleb Nenashev, Lisa Nicklasson, Alessandro Oneto, Matthias Orth, Bruce Reznick, Jan-Erik Roos, Eduardo Sáenz de Cabezón, Boris Shapiro.

Computer programs
I am the co-author of
- the phylogenetic dating program pathd8,
- the Macaulay2 package GradedLieAlgebras.

Students
Eric Dannetun (2024-)
Filip Jonsson Kling (2022-)
Lisa Nicklasson (2015-2020)

Postdocs
Luís Duarte (2024-)

Seminars
I run a seminar in Commutative Algebra in Stockholm together with Lisa Nicklasson.


Contact

Name and title: Samuel Lundqvist

Phone: +468164770

Workplace: Department of Mathematics (incl. Math. Statistics) Länk till annan webbplats.

Visiting address Room C1274

Research group

Algebra, Geometry, Topology, and Combinatorics

The research group in algebra, geometry, topology, and combinatorics is active in several areas of these fields including, commutative and homological algebra, complex and real algebraic geometry as well as arithmetic geometry, homotopy theory, Ramsey theory and a number of other topics.