Improved K1-stability for the embedding D5 into E6

@article{Gvozdevsky2020ImprovedKF,
  title={Improved K1-stability for the embedding D5 into E6},
  author={Pavel Gvozdevsky},
  journal={Communications in Algebra},
  year={2020},
  volume={48},
  pages={4922 - 4931}
}
Abstract This article is dedicated to the surjective stability of the K1-functor for Chevalley groups for the embedding D5 into E6. This case was already studied by Plotkin. In this article, we improve his result by showing that surjective stability holds under a weaker assumption on a ring. Another result of this article shows how the K1-stability can help to study overgroups of subsystem subgroups. 
Bounded reduction of orthogonal matrices over polynomial rings

References

SHOWING 1-10 OF 46 REFERENCES
Stability for Hermitian K1
Stabilization theorem for the Milnor K2-functor
ON THE STABILIZATION OF THE GENERAL LINEAR GROUP OVER A RING
Algebraic K-theory
A third look at weight diagrams
Relativizing functors on rings and algebraic K-theory
STABILIZATION OF UNITARY AND ORTHOGONAL GROUPS OVER A RING WITH INVOLUTION
...
1
2
3
4
5
...