Hilbert's 13th problem for algebraic groups
Hilbert's 13th problem for algebraic groups is a scholarly work, published in 2024 in ''L'Enseignement Mathematique''. The main subjects of the publication include algebraic number, pure mathematics, algebra over a field, Lie algebra, linguistics, mathematics, and finite group. The authors investigate the dependency of this quantity on k and show that \operatorname{RD}_k(G) \leqslant 5 for any field k and any connected group G .