摘要

We show that there is no nontrivial group homomorphism E-n(R) -> En-1(R) over commutative local rings and division rings for n >= 3, respectively. It gives a negative answer to Ye's problem (see [S. K. Ye, Low- dimensional representations of matrix group actions on CAT(0) spaces and manifolds, J. Algebra 409 (2014) 219-243]) for the above rings.

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