Members of the Forum Algebra produce more than a hundred publications every year. The list below is automatically generated and may not be complete.
▪▪▪ 2025 ▪ 2024 ▪ 2023 ▪▪▪
- Manuel Kauers, Christoph Koutschan, Thibaut Verron. A Shape Lemma for Ideals of Differential Operators. ArXiv 2502.11787v1.
- Manuel Kauers, Christoph Koutschan, Thibaut Verron. A Shape Lemma for Ideals of Differential Operators. ArXiv 2502.11787v2.
- Jan Paseka, Thomas Vetterlein. Adjointable maps between linear orthosets. ArXiv 2501.06105v1.
- Jan Paseka, Thomas Vetterlein. Adjointable maps between linear orthosets. ArXiv 2501.06105v2.
- Manuel Kauers, Raphael Pages. Bounds for D-Algebraic Closure Properties. ArXiv 2505.07304v1.
- Jan Paseka, Thomas Vetterlein. Categories of orthosets and adjointable maps. ArXiv 2501.04482v1.
- Jan Paseka, Thomas Vetterlein. Categories of orthosets and adjointable maps. ArXiv 2501.04482v2.
- Miroslav Korbelář, Jan Paseka, Thomas Vetterlein. Characterisation of quadratic spaces over the Hilbert field by means of the orthogonality relation. ArXiv 2504.19563v1.
- Manuel Kauers, Isaac Wood. Consequences of the Moosbauer-Poole Algorithms. ArXiv 2505.05896v1.
- Shaoshi Chen, Manuel Kauers, Christoph Koutschan. Creative Telescoping. ArXiv 2505.05345v1.
- Georg Grasegger. Explorations on the number of realizations of minimally rigid graphs. ArXiv 2502.04736v1.
- Shaoshi Chen, Manuel Kauers. Flip Graphs for Polynomial Multiplication. ArXiv 2502.06264v1.
- Shaoshi Chen, Manuel Kauers, Christoph Koutschan, Xiuyun Li, Rong-Hua Wang, Yisen Wang. Non-minimality of minimal telescopers explained by residues. ArXiv 2502.03757v2.
- Shaoshi Chen, Manuel Kauers, Christoph Koutschan, Xiuyun Li, Rong-Hua Wang, Yisen Wang. Non-minimality of minimal telescopers explained by residues. ArXiv 2502.03757v3.
- Zhixiong Chen, Arne Winterhof. On the $N$th $2$-adic complexity of binary sequences identified with algebraic $2$-adic integers. ArXiv 2504.09933v1.
- Erhard Aichinger, Simon Grünbacher. On the complexity of solving equations over the symmetric group $S_4$. ArXiv 2503.07285v1.
- Josef Dick, Takashi Goda, Gerhard Larcher, Friedrich Pillichshammer, Kosuke Suzuki. On the quasi-uniformity properties of quasi-Monte Carlo lattice point sets and sequences. ArXiv 2502.06202v1.
- Z. Chen, A. Winterhof. Probabilistic results on the $2$-adic complexity. ArXiv 2501.16785v1.
- Matteo Gallet, Georg Grasegger, Matthias Himmelmann, Jan Legerský. PyRigi -- a general-purpose Python package for the rigidity and flexibility of bar-and-joint frameworks. ArXiv 2505.22652v1.
- Matteo Gallet, Georg Grasegger, Matthias Himmelmann, Jan Legerský. PyRigi -- a general-purpose Python package for the rigidity and flexibility of bar-and-joint frameworks. ArXiv 2505.22652v2.
- Daren A. Thimm, Zijia Li, Hans-Peter Schröcker, Johannes Siegele. Quadratic Motion Polynomials With Irregular Factorizations. ArXiv 2504.08350v1.
- Daren A. Thimm, Zijia Li, Hans-Peter Schröcker, Johannes Siegele. Quadratic Motion Polynomials With Irregular Factorizations. ArXiv 2504.08350v2.
- Peter Mayr. Solvable, nilpotent and supernilpotent semigroups with completely simple ideal and monoids. ArXiv 2505.09303v1.
- Erhard Aichinger, John R. Schmitt, Henry Zhan. Structured and Punctured Nullstellens\"atze. ArXiv 2506.15281v1.
- Lixin Du, Manuel Kauers. Symmetric Division of Linear Ordinary Differential Operators. ArXiv 2510.01436v1.
- Shaoshi Chen, Yiman Gao, Hui Huang, Carsten Schneider. Telescoping Algorithms for $\Sigma^*$-Extensions via Complete Reductions. ArXiv 2506.08767v1.
- Tewodros Amdeberhan, Manuel Kauers, Doron Zeilberger. The Challenge of Computing Geode Numbers. ArXiv 2508.10245v1.
- Josef Dick, Friedrich Pillichshammer. The inverse of the star discrepancy of a union of randomly digitally shifted Korobov polynomial lattice point sets depends polynomially on the dimension. ArXiv 2509.15877v1.
- J. Ablinger, A. Behring, J. Blümlein, A. De Freitas, A. von Manteuffel, C. Schneider, K. Schönwald. The three-loop single-mass heavy-flavor corrections to the structure functions $F_2(x,Q^2)$ and $g_1(x,Q^2)$. ArXiv 2509.16124v1.