Publications

In each category, the most recent items are listed first.

Preprints

  1. Relative Gröbner bases of modules and applications in persistence theory (with Fritz Grimpen and Anastasios Stefanou, 2026) PDF

Journal Articles

  1. Fast Algorithms for Monomial Janet(-like) Bases (with Amir Hashemi, Rodrigo Iglesias, Eduardo Sáenz-de-Cabezón, and Werner Seiler) Journal of Symbolic Computation 139, 102611, 2027. DOI, Share link
  2. The Gröbner basis for powers of a general linear form in a monomial complete intersection (with Filip Jonsson Kling, Samuel Lundqvist, and Fatemeh Mohammadi) Transactions of the American Mathematical Society, Series B, 2026. DOI
  3. Gröbner bases, resolutions, and the Lefschetz properties for powers of a general linear form in the squarefree algebra (with Filip Jonsson Kling, Samuel Lundqvist, Fatemeh Mohammadi, and Eduardo Sáenz-de-Cabezón) Journal of Algebra 700, 146-184, 2026. DOI
  4. Minimal Staggered Linear Bases and Their Applications (with Amir Hashemi, Nicolas Jagersma, and Werner Seiler) Mathematics in Computer Science 20, article no. 1, 2026. DOI
  5. Cohen-Macaulay, Gorenstein and complete intersection conditions by marked bases (with Cristina Bertone, Francesca Cioffi, and Werner Seiler) Journal of Algebra 692, 550-581, 2026. DOI
  6. On the minimal free resolution of the Rees algebra of some monomial ideals (with Rodrigo Iglesias, Eduardo Sáenz-de-Cabezón, and Werner Seiler) Applicable Algebra in Engineering, Communication and Computing 37, 1003--1035, 2026. DOI
  7. Computing Finite and Infinite Free Resolutions with Pommaret-Like Bases (with Amir Hashemi and Werner Seiler) Journal of Symbolic Computation 131, 102454, 2025 DOI
  8. Open Covers and Lex Points of Hilbert Schemes over Quotient Rings via Relative Marked Bases (with Cristina Bertone, Francesca Cioffi, and Werner Seiler) Experimental Mathematics 34, 38-52, 2025. DOI
  9. Recursive Structures in Involutive Bases Theory (with Amir Hashemi and Werner Seiler) Journal of Symbolic Computation 118, 32-68, 2023. DOI
  10. Complementary Decompositions of Monomial Ideals and Involutive Bases (with Amir Hashemi and Werner Seiler) Applicable Algebra in Engineering, Communication and Computing 33, 791-821, 2022. DOI
  11. Relative Gröbner and Involutive Bases For Ideals In Quotient Rings (with Amir Hashemi and Werner Seiler) Mathematics in Computer Science 15, 453-482, 2021. DOI

Theses

  1. PhD Thesis Generalized Involutive Bases and Their Induced Free Resolutions, Universität Kassel, May 2022 Supervisors: Werner Seiler (Kassel), Amir Hashemi (Isfahan, Iran) DOI
  2. Master's Thesis Konstruktive Theorie Inverser Systeme, Universität Kassel, 2016 (in German) Supervisor: Werner Seiler