5 citations · 5 across the 1 of their papers we have counts for
2 papers
math.KT2016
A local-global principle for symplectic
Andrei Lavrenov
We prove that an element of the symplectic Steinberg group is trivial if and only if its image under any maximal localisation homomorphism is trivial.
math.KT2013★ 5 cited
On odd unitary Steinberg group
Andrei Lavrenov
Let be a ring with pseudo-involution, be an odd form parameter, be an odd hyperbolic unitary group, $\mathrm{EU}(2n,\,R,\,\mathf…