معرفی
Linda Hoyer is a PostDoc researcher in the Department of Algebra and Number Theory at RWTH Aachen University, Germany, working under Prof. Dr. Gabriele Nebe. She is an active member of SFB-TRR 195, a major Collaborative Research Center focused on symbolic mathematical computation.
Her educational background includes:
- PhD: Orthogonal Determinants of Finite Groups of Lie Type
- Master: Birational Geometry of Quadrics in characteristic 2
- Bachelor: Nilpotent Groups
Dr. Hoyer's research centers on computational representation theory, with significant contributions to determinant calculations for classical groups over finite fields and structural analysis of Specht modules. Her work integrates deep theoretical insights with practical computer algebra implementations, particularly for GLn(q), SL3(q), and SU3(q) groups.
Analysis of her 2023-2024 publications reveals a focused trajectory in computational group theory, with increasing emphasis on explicit determinant formulas and combinatorial aspects of representation theory. Her recent papers demonstrate sophisticated techniques bridging finite group theory, algebraic combinatorics, and computational mathematics.
Funded through SFB-TRR 195, she participates in a robust research ecosystem with extensive computational resources and international collaboration networks. While primarily research-focused, she contributes to departmental teaching and mentors advanced students in algebraic computation projects within the Algebra and Number Theory group.
