114710
Lehrstuhl für Algebra und Zahlentheorie Also known as:Lehrstuhl D für Mathematik| ID | I:(DE-82)114710_20140620 |
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Journal Article
Construction of Toroidal Polyhedra corresponding to perfect Chains of isosceles Tetrahedra
Journal of geometry : JG 117(1), 5 (2026) [10.1007/s00022-025-00785-2]
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Journal Article
Coordinate- and Spacetime-Independent Quantum Physics
Annalen der Physik 538(1), e00063 (2025) [10.1002/andp.202500063]
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Journal Article
Is the projective cover of the trivial module in characteristic 11 for the sporadic simple Janko group J4 a permutation module?
Journal of algebra 689, 896-911 (2026) [10.1016/j.jalgebra.2025.10.018]
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Contribution to a book
Algorithms for GIT-Fans of Affine Torus Actions
The computer algebra system OSCAR : algorithms and examples / Wolfram Decker, Christian Eder, Claus Fieker, Max Horn, Michael Joswig (editors)
Cham : Springer, Algorithms and Computation in Mathematics 32, 213-224 (2025) [10.1007/978-3-031-62127-7_8]
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Contribution to a book
An Atlas of Orthogonal Representations
The computer algebra system OSCAR : algorithms and examples / Wolfram Decker, Christian Eder, Claus Fieker, Max Horn, Michael Joswig (editors)
Cham : Springer, Algorithms and Computation in Mathematics 32, 243-270 (2025) [10.1007/978-3-031-62127-7_10]
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Journal Article
Finite groups whose real irreducible representations have unique dimensions
Israel journal of mathematics (2025) [10.1007/s11856-025-2878-z]
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Journal Article
Counting irreducible representations of a finite abelian group over a finite field
International journal of algebra and computation : IJAC 1-7 (2025) [10.1142/S0218196726500062]
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Journal Article
Sparse control in microscopic and mean-field leader-follower models
AIMS mathematics 10(8), 19147-19172 (2025) [10.3934/math.2025856]
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Dissertation / PhD Thesis
Invariant zero sets for first and second order nonlinear ODE systems
Aachen : RWTH Aachen University 1 Online-Ressource (2025) [10.18154/RWTH-2025-09487] = Dissertation, RWTH Aachen University, 2025
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Journal Article
Beyond the Givone-Roesser/Fornasini-Marchesini models: A universal input/state/output model for 2-D systems
Mathematical control and related fields : MCRF (2025) [10.3934/mcrf.2025048]
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